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.hero-ring{width:240px;height:240px;top:-50px;right:-80px;opacity:0.12;animation:none}\r\n.deiso-lcccs-hero{padding:20px 0}\r\n.deiso-lcccs-hero .hero-outer{padding:0}\r\n.deiso-lcccs-hero .hero-card{padding:28px 20px !important;border-radius:18px}\r\n.deiso-lcccs-hero .hero-eyebrow{font-size:11.5px;padding:5px 11px !important;margin-bottom:12px}\r\n.deiso-lcccs-hero .hero-card h2{font-size:21px;letter-spacing:-0.2px}\r\n.deiso-lcccs-hero .hero-sub{font-size:16px}\r\n.deiso-lcccs-hero .hero-card p.hero-body{font-size:15.8px}\r\n.deiso-lcccs-hero .kpi-grid{grid-template-columns:1fr;gap:16px}\r\n.deiso-lcccs-hero .kpi-card{padding:20px 18px !important;border-radius:14px}\r\n.deiso-lcccs-hero .kpi-fig{font-size:27px}\r\n.deiso-lcccs-hero .kpi-unit{font-size:15px}\r\n.deiso-lcccs-hero .hero-actions{flex-direction:column;gap:10px}\r\n.deiso-lcccs-hero a.btn{width:100%;padding:13px 20px !important;white-space:normal;word-break:keep-all;hyphens:none}\r\n}\r\n@media (max-width:380px){\r\n.deiso-lcccs-hero .hero-card{padding:24px 16px !important}\r\n.deiso-lcccs-hero .hero-card h2{font-size:20px}\r\n}\r\n@media (prefers-reduced-motion:reduce){\r\n.deiso-lcccs-hero .kpi-card,.deiso-lcccs-hero .hero-ring{animation:none}\r\n.deiso-lcccs-hero a.btn{transition:none}\r\n}\r\n<\/style>\r\n<div class=\"hero-outer\">\r\n<div class=\"hero-card\">\r\n<span class=\"card-strap\"><\/span>\r\n<span class=\"hero-ring\" aria-hidden=\"true\"><\/span>\r\n<span class=\"hero-eyebrow\">Case study &middot; Life cycle costing<\/span>\r\n<h2>Mechanical recycling of polyethylene offers the best balance of cost and carbon<\/h2>\r\n<p class=\"hero-sub\">A worked life cycle costing analysis of seven plastic recycling technologies, with cost-benefit, sensitivity and Monte Carlo uncertainty analysis.<\/p>\r\n<p class=\"hero-body\">Thermal, mechanical and chemical recycling routes for PP, PE and PVC are compared on life cycle cost, net benefit and global warming potential, then combined in one weighted decision score. Every figure is traceable and can be reworked in the free Excel calculator.<\/p>\r\n<span class=\"kpi-label\">The answer in four numbers<\/span>\r\n<div class=\"kpi-grid\">\r\n<div class=\"kpi-card\"><span class=\"kpi-fig\">USD 30.0 million<\/span><span class=\"kpi-unit\">Net benefit of mechanical PE recycling, benefit-cost ratio 1.25<\/span><\/div>\r\n<div class=\"kpi-card\"><span class=\"kpi-fig\">0.124 kg CO&#8322;-eq<\/span><span class=\"kpi-unit\">Global warming potential per kg of plastic waste treated<\/span><\/div>\r\n<div class=\"kpi-card\"><span class=\"kpi-fig\">99.7%<\/span><span class=\"kpi-unit\">Probability of a net gain across 10,000 Monte Carlo runs<\/span><\/div>\r\n<div class=\"kpi-card\"><span class=\"kpi-fig\">Ranked 1st<\/span><span class=\"kpi-unit\">Under all three economic and environmental weightings tested<\/span><\/div>\r\n<\/div>\r\n<div class=\"hero-actions\">\r\n<a href=\"https:\/\/dei.so\/?deiso_dl=25\" class=\"btn primary\" rel=\"nofollow\"><svg viewBox=\"0 0 24 24\" aria-hidden=\"true\"><path d=\"M12 4v11\"\/><path d=\"M7 10.5l5 5 5-5\"\/><path d=\"M5 20h14\"\/><\/svg><span>Download the Excel calculator<\/span><\/a>\r\n<a href=\"https:\/\/dei.so\/?deiso_dl=26\" class=\"btn secondary\" rel=\"nofollow\"><svg viewBox=\"0 0 24 24\" aria-hidden=\"true\"><path d=\"M12 4v11\"\/><path d=\"M7 10.5l5 5 5-5\"\/><path d=\"M5 20h14\"\/><\/svg><span>Download the PDF case study<\/span><\/a>\r\n<\/div>\r\n<p class=\"hero-note\">Free downloads by DEISO LLC &middot; Excel workbook with live formulas and a 1,000-run Monte Carlo &middot; 14-page PDF<\/p>\r\n<\/div>\r\n<\/div>\r\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a37b63e elementor-widget elementor-widget-html\" data-id=\"a37b63e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div 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technology decision, and how to test whether that decision survives uncertainty.<\/p><\/div>\r\n<h3>Learning objectives<\/h3>\r\n<ul class=\"pg-list\">\r\n<li><span class=\"li-key\">Calculate<\/span> &mdash; life cycle cost, net benefit, benefit-cost ratio and present value from stage-level data.<\/li>\r\n<li><span class=\"li-key\">Reconcile<\/span> &mdash; source data that does not add up, and document every correction.<\/li>\r\n<li><span class=\"li-key\">Combine<\/span> &mdash; economic and environmental results with min-max normalisation and a weighted score.<\/li>\r\n<li><span class=\"li-key\">Test<\/span> &mdash; the decision with one-at-a-time sensitivity, break-even points and a 10,000-run Monte Carlo simulation.<\/li>\r\n<li><span class=\"li-key\">Judge<\/span> &mdash; whether a recommendation is defensible or an artefact of the chosen weights.<\/li>\r\n<\/ul>\r\n<div class=\"grid2\">\r\n<div class=\"fact-panel\"><span class=\"fact-label\">Built for<\/span><p>Engineers, cost analysts, procurement teams, sustainability professionals and students of life cycle costing.<\/p><\/div>\r\n<div class=\"fact-panel\"><span class=\"fact-label\">Level and time<\/span><p>Intermediate. 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i{transition:transform .45s ease;transition-delay:var(--d,0s)}\r\n@media (max-width:767px){.deiso-lcccs-b3.anim .chart:not(.is-in) .pl{transform:scaleY(0)}}\r\n@media (prefers-reduced-motion:reduce){.deiso-lcccs-b3 .bar,.deiso-lcccs-b3 .pl,.deiso-lcccs-b3 .ps i,.deiso-lcccs-b3 a.btn{transition:none !important;transform:none !important}}\r\n.deiso-lcccs-b3 table.tb-data th,.deiso-lcccs-b3 table.tb-data td{padding:12px 10px !important;font-size:15px}.deiso-lcccs-b3 table.tb-data th{font-size:11.5px !important;letter-spacing:0.04em}.deiso-lcccs-b3 table.tb-data th:first-child{width:22%}@media (max-width:992px){.deiso-lcccs-b3 table.tb-data{min-width:960px}}@media (max-width:767px){.deiso-lcccs-b3 table.tb-data{min-width:0}.deiso-lcccs-b3 table.tb-data td{font-size:15.8px}}<\/style>\r\n<div class=\"pg-outer\">\r\n<div class=\"pg-card\">\r\n<span class=\"card-strap\"><\/span>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">1 &middot; Problem and data<\/span>\r\n<h2>Seven recycling options for three plastics<\/h2>\r\n<p>A company is choosing a recycling route for three plastic waste streams: polypropylene (PP), polyethylene (PE) and polyvinyl chloride (PVC). It has costed thermal recycling and mechanical (material) recycling for each plastic, and chemical recycling by pyrolysis as a general route for mixed plastics &mdash; seven options in total.<\/p>\r\n<p>For each option it holds a cost breakdown across six life cycle stages, a total revenue, and a life cycle assessment (LCA) result for global warming potential (GWP). The question is which option offers the best balance of economic and environmental performance, and how confident that answer can be.<\/p>\r\n<div class=\"tb-wrap\"><table class=\"tb-table tb-data\"><thead><tr><th scope=\"col\">Technology<\/th><th scope=\"col\">Extraction<\/th><th scope=\"col\">Transport<\/th><th scope=\"col\">Pre-processing<\/th><th scope=\"col\">Production<\/th><th scope=\"col\">Distribution<\/th><th scope=\"col\">End of life<\/th><th scope=\"col\">Revenue<\/th><th scope=\"col\">GWP<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PP)<\/td><td data-label=\"Extraction\">1.9<\/td><td data-label=\"Transport\">2.5<\/td><td data-label=\"Pre-processing\">3.5<\/td><td data-label=\"Production\">40<\/td><td data-label=\"Distribution\">8<\/td><td data-label=\"End of life\">0.8<\/td><td data-label=\"Revenue\">85<\/td><td data-label=\"GWP\">1.02<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PE)<\/td><td data-label=\"Extraction\">10<\/td><td data-label=\"Transport\">2<\/td><td data-label=\"Pre-processing\">3.5<\/td><td data-label=\"Production\">25<\/td><td data-label=\"Distribution\">14<\/td><td data-label=\"End of life\">0.8<\/td><td data-label=\"Revenue\">110<\/td><td data-label=\"GWP\">1.24<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PVC)<\/td><td data-label=\"Extraction\">5<\/td><td data-label=\"Transport\">2.5<\/td><td data-label=\"Pre-processing\">1.5<\/td><td data-label=\"Production\">15<\/td><td data-label=\"Distribution\">8<\/td><td data-label=\"End of life\">15.8<\/td><td data-label=\"Revenue\">40<\/td><td data-label=\"GWP\">1.14<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PP)<\/td><td data-label=\"Extraction\">7<\/td><td data-label=\"Transport\">70<\/td><td data-label=\"Pre-processing\">16<\/td><td data-label=\"Production\">90<\/td><td data-label=\"Distribution\">4<\/td><td data-label=\"End of life\">104.5<\/td><td data-label=\"Revenue\">250<\/td><td data-label=\"GWP\">1.75<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PE)<\/td><td data-label=\"Extraction\">5<\/td><td data-label=\"Transport\">62.5<\/td><td data-label=\"Pre-processing\">16<\/td><td data-label=\"Production\">28<\/td><td data-label=\"Distribution\">4<\/td><td data-label=\"End of life\">4.5<\/td><td data-label=\"Revenue\">150<\/td><td data-label=\"GWP\">0.124<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PVC)<\/td><td data-label=\"Extraction\">9<\/td><td data-label=\"Transport\">120<\/td><td data-label=\"Pre-processing\">16.5<\/td><td data-label=\"Production\">50<\/td><td data-label=\"Distribution\">4<\/td><td data-label=\"End of life\">20<\/td><td data-label=\"Revenue\">185<\/td><td data-label=\"GWP\">0.114<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Chemical recycling (pyrolysis)<\/td><td data-label=\"Extraction\">1.9<\/td><td data-label=\"Transport\">9.8<\/td><td data-label=\"Pre-processing\">16<\/td><td data-label=\"Production\">55<\/td><td data-label=\"Distribution\">10<\/td><td data-label=\"End of life\">22<\/td><td data-label=\"Revenue\">90<\/td><td data-label=\"GWP\">0.175<\/td><\/tr><\/tbody><\/table><\/div>\r\n<span class=\"tb-note\">Costs and revenues in million USD, life cycle totals. GWP in kg CO&#8322;-eq per kg of plastic waste treated. Illustrative teaching dataset: it describes no real company, plant or client.<\/span>\r\n<div class=\"note-panel\"><span class=\"note-label\">Data reconciliation<\/span>\r\n<p>The source gave a stated total cost for each option and, separately, a stage breakdown. The stated totals are treated as authoritative. Three stage values are reconciled: Thermal PVC end of life from 10 to 15.8 and Mechanical PVC pre-processing from 0.05 to 16.5, both clear transcription errors; and Mechanical PP end of life from 104 to 104.5, an allocation choice because the source does not show which stage carried the USD 0.5 million difference. Thermal PP needed no change: its stages sum to the stated 56.7; the source mis-added them as 57.7.<\/p>\r\n<p>The source gave no functional unit, so GWP is read as per kg of plastic waste treated. The Mechanical PP GWP of 1.75 is kept as given, although it is probably a transcription error for 0.102. 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.ps{font-size:16px}\r\n}\r\n@media (max-width:380px){\r\n.deiso-lcccs-b4 .pg-card{padding:24px 16px !important}\r\n.deiso-lcccs-b4 .pg-card h2{font-size:20px}\r\n.deiso-lcccs-b4 .train-card{padding:22px 16px !important}\r\n}\r\n.deiso-lcccs-b4.anim .chart:not(.is-in) .bar{transform:scaleX(0)}\r\n.deiso-lcccs-b4.anim .chart .bar{transition:transform .9s cubic-bezier(.2,.7,.2,1);transition-delay:var(--d,0s)}\r\n.deiso-lcccs-b4.anim .chart:not(.is-in) .pl{transform:scaleX(0)}\r\n.deiso-lcccs-b4.anim .chart .pl{transition:transform .7s ease;transition-delay:var(--d,0s)}\r\n.deiso-lcccs-b4.anim .chart:not(.is-in) .ps i{transform:scale(0)}\r\n.deiso-lcccs-b4.anim .chart .ps i{transition:transform .45s ease;transition-delay:var(--d,0s)}\r\n@media (max-width:767px){.deiso-lcccs-b4.anim .chart:not(.is-in) .pl{transform:scaleY(0)}}\r\n@media (prefers-reduced-motion:reduce){.deiso-lcccs-b4 .bar,.deiso-lcccs-b4 .pl,.deiso-lcccs-b4 .ps i,.deiso-lcccs-b4 a.btn{transition:none !important;transform:none !important}}\r\n.deiso-lcccs-b4 .fx-grid{display:grid !important;grid-template-columns:repeat(2,minmax(0,1fr));gap:18px;margin:18px 0 0 0}.deiso-lcccs-b4 .fx{padding:22px 24px !important;background:#f7fafc !important;border:1px solid rgba(26,26,26,0.06) !important;border-left:4px solid #008194 !important;border-radius:0 18px 18px 0}.deiso-lcccs-b4 .fx-eq{display:block;font-size:18px;line-height:1.5;font-weight:600;color:#1a1a1a !important;-webkit-text-fill-color:#1a1a1a;margin:0 0 8px 0;overflow-wrap:anywhere}.deiso-lcccs-b4 .fx-eq sub,.deiso-lcccs-b4 .fx-eq sup{font-size:.7em}.deiso-lcccs-b4 .fx p{font-size:15.5px;line-height:1.65;margin:0}@media (max-width:767px){.deiso-lcccs-b4 .fx-grid{grid-template-columns:1fr;gap:14px}.deiso-lcccs-b4 .fx{padding:18px 16px !important}.deiso-lcccs-b4 .fx-eq{font-size:16px}.deiso-lcccs-b4 .fx p{font-size:15px}}<\/style>\r\n<div class=\"pg-outer\">\r\n<div class=\"pg-card\">\r\n<span class=\"card-strap\"><\/span>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">2 &middot; Method<\/span>\r\n<h2>Method and formulas<\/h2>\r\n<p>Every result in this case study comes from the formulas below. The free Excel calculator implements the same formulas, so each figure can be traced and reworked.<\/p>\r\n<div class=\"fx-grid\"><div class=\"fx\"><span class=\"fx-eq\">LCC = C<sub>ext<\/sub> + C<sub>trans<\/sub> + C<sub>pre<\/sub> + C<sub>prod<\/sub> + C<sub>dist<\/sub> + C<sub>EoL<\/sub><\/span><p>Life cycle cost: the sum of stage costs from extraction to end of life.<\/p><\/div><div class=\"fx\"><span class=\"fx-eq\">NB = R &minus; LCC &nbsp;&nbsp;&middot;&nbsp;&nbsp; BCR = R \/ LCC<\/span><p>Net benefit and benefit-cost ratio. A ratio above 1 means revenue exceeds life cycle cost.<\/p><\/div><div class=\"fx\"><span class=\"fx-eq\">PV(NB) = (NB \/ n) &times; [1 &minus; (1 + r)<sup>&minus;n<\/sup>] \/ r<\/span><p>Present value with totals spread evenly over n = 10 years at r = 8%. The annuity factor is 6.710, so PV(NB) = 0.671 &times; NB for every option.<\/p><\/div><div class=\"fx\"><span class=\"fx-eq\">E = (NB &minus; NB<sub>min<\/sub>) \/ (NB<sub>max<\/sub> &minus; NB<sub>min<\/sub>)<\/span><p>Economic index: min-max normalisation of net benefit to a 0 to 1 scale.<\/p><\/div><div class=\"fx\"><span class=\"fx-eq\">V = (GWP<sub>max<\/sub> &minus; GWP) \/ (GWP<sub>max<\/sub> &minus; GWP<sub>min<\/sub>)<\/span><p>Environmental index: GWP normalised and inverted, so lower emissions score higher.<\/p><\/div><div class=\"fx\"><span class=\"fx-eq\">Score = 1 + 4 &times; [w &times; E + (1 &minus; w) &times; V]<\/span><p>Weighted score on a 1 to 5 scale, where w is the economic weight. Tested at w = 0.7, 0.5 and 0.3.<\/p><\/div><div class=\"fx\"><span class=\"fx-eq\">&Delta;NB = &minus;C<sub>i<\/sub> &times; s &nbsp;&middot;&nbsp; &Delta;NB = R &times; s &nbsp;&middot;&nbsp; &epsilon; = (&Delta;NB \/ NB) \/ s<\/span><p>One-at-a-time sensitivity for a cost or the revenue with step s = 20%, and the elasticity of net benefit to each driver.<\/p><\/div><div class=\"fx\"><span class=\"fx-eq\">X<sub>run<\/sub> = X<sub>base<\/sub> &times; (1 + u &times; U[&minus;1, 1])<\/span><p>Monte Carlo: each stage cost and the revenue drawn uniformly within range u, 10,000 times. Extraction, pre-processing and production &plusmn;10%; transportation and distribution &plusmn;15%; end of life &plusmn;20%; revenue &plusmn;15%.<\/p><\/div><\/div>\r\n<\/div>\r\n<\/div>\r\n<\/div>\r\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fc7a974 elementor-widget elementor-widget-html\" data-id=\"fc7a974\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"deiso-lcccs-b5\">\r\n<style>\r\n.deiso-lcccs-b5,.deiso-lcccs-b5 *,.deiso-lcccs-b5 *::before,.deiso-lcccs-b5 *::after{box-sizing:border-box}\r\n.deiso-lcccs-b5{width:100%;padding:30px 0;background:transparent !important;font-family:'Jost',system-ui,-apple-system,\"Segoe UI\",sans-serif !important;overflow-x:clip}\r\n.deiso-lcccs-b5 .pg-outer{max-width:1200px;margin:0 auto;padding:0 24px}\r\n.deiso-lcccs-b5 .pg-card{position:relative;background:#ffffff 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!important}\r\n.elementor-widget-html table th,.elementor-widget-html table td{border:0 !important;border-bottom:1px solid rgba(26,26,26,0.07) !important;box-shadow:none !important;text-align:left !important;padding:11px 14px !important}\r\n.elementor-widget-html table th{background:rgba(0,129,148,0.07) !important;color:#1a1a1a !important;font-weight:600 !important;font-size:13px !important;letter-spacing:0.06em;text-transform:uppercase}\r\n.elementor-widget-html table tr:last-child td{border-bottom:0 !important}\r\n.elementor-widget-html table tbody tr:hover td{background:#f7fafc !important}\r\n\r\n\r\n\r\n<\/style>\r\n<div class=\"pg-outer\">\r\n<div class=\"pg-card\">\r\n<span class=\"card-strap\"><\/span>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">3 &middot; Economic results<\/span>\r\n<h2>Life cycle cost and cost-benefit results<\/h2>\r\n<p>Mechanical routes carry far higher life cycle costs than thermal routes, driven by transportation and end of life. Mechanical PP is the most expensive option at USD 291.5 million; Thermal PVC the cheapest at USD 47.8 million.<\/p>\r\n<div class=\"fig chart\"><span class=\"fig-title\">Figure 1 &middot; Life cycle cost by stage (million USD)<\/span>\r\n<div class=\"legend\"><span class=\"lg\"><i style=\"background:#006675\"><\/i>Extraction<\/span><span class=\"lg\"><i style=\"background:#63976B\"><\/i>Transportation<\/span><span class=\"lg\"><i style=\"background:#2D8B8A\"><\/i>Pre-processing<\/span><span class=\"lg\"><i style=\"background:#008194\"><\/i>Production<\/span><span class=\"lg\"><i style=\"background:#1a1a1a\"><\/i>Distribution<\/span><span class=\"lg\"><i style=\"background:#94A3B8\"><\/i>End of life<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PP<\/span><span class=\"bc-track\"><span class=\"bar stack\" style=\"left:0;width:18.900%;--d:0.00s\"><span class=\"seg\" style=\"left:0.000%;width:3.351%;background:#006675\"><\/span><span class=\"seg\" style=\"left:3.351%;width:4.409%;background:#63976B\"><\/span><span class=\"seg\" style=\"left:7.760%;width:6.173%;background:#2D8B8A\"><\/span><span class=\"seg\" style=\"left:13.933%;width:70.547%;background:#008194\"><\/span><span class=\"seg\" style=\"left:84.480%;width:14.109%;background:#1a1a1a\"><\/span><span class=\"seg\" style=\"left:98.589%;width:1.411%;background:#94A3B8\"><\/span><\/span><\/span><span class=\"bc-val\">56.7<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PE<\/span><span class=\"bc-track\"><span class=\"bar stack\" style=\"left:0;width:18.433%;--d:0.08s\"><span class=\"seg\" style=\"left:0.000%;width:18.083%;background:#006675\"><\/span><span class=\"seg\" style=\"left:18.083%;width:3.617%;background:#63976B\"><\/span><span class=\"seg\" style=\"left:21.700%;width:6.329%;background:#2D8B8A\"><\/span><span class=\"seg\" style=\"left:28.029%;width:45.208%;background:#008194\"><\/span><span class=\"seg\" style=\"left:73.237%;width:25.316%;background:#1a1a1a\"><\/span><span class=\"seg\" style=\"left:98.553%;width:1.447%;background:#94A3B8\"><\/span><\/span><\/span><span class=\"bc-val\">55.3<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PVC<\/span><span class=\"bc-track\"><span class=\"bar stack\" style=\"left:0;width:15.933%;--d:0.16s\"><span class=\"seg\" style=\"left:0.000%;width:10.460%;background:#006675\"><\/span><span class=\"seg\" style=\"left:10.460%;width:5.230%;background:#63976B\"><\/span><span class=\"seg\" style=\"left:15.690%;width:3.138%;background:#2D8B8A\"><\/span><span class=\"seg\" style=\"left:18.828%;width:31.381%;background:#008194\"><\/span><span class=\"seg\" style=\"left:50.209%;width:16.736%;background:#1a1a1a\"><\/span><span class=\"seg\" style=\"left:66.946%;width:33.054%;background:#94A3B8\"><\/span><\/span><\/span><span class=\"bc-val\">47.8<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PP<\/span><span class=\"bc-track\"><span class=\"bar stack\" style=\"left:0;width:97.167%;--d:0.24s\"><span class=\"seg\" style=\"left:0.000%;width:2.401%;background:#006675\"><\/span><span class=\"seg\" style=\"left:2.401%;width:24.014%;background:#63976B\"><\/span><span class=\"seg\" style=\"left:26.415%;width:5.489%;background:#2D8B8A\"><\/span><span class=\"seg\" style=\"left:31.904%;width:30.875%;background:#008194\"><\/span><span class=\"seg\" style=\"left:62.779%;width:1.372%;background:#1a1a1a\"><\/span><span class=\"seg\" style=\"left:64.151%;width:35.849%;background:#94A3B8\"><\/span><\/span><\/span><span class=\"bc-val\">291.5<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PE<\/span><span class=\"bc-track\"><span class=\"bar stack\" style=\"left:0;width:40.000%;--d:0.32s\"><span class=\"seg\" style=\"left:0.000%;width:4.167%;background:#006675\"><\/span><span class=\"seg\" style=\"left:4.167%;width:52.083%;background:#63976B\"><\/span><span class=\"seg\" style=\"left:56.250%;width:13.333%;background:#2D8B8A\"><\/span><span class=\"seg\" style=\"left:69.583%;width:23.333%;background:#008194\"><\/span><span class=\"seg\" style=\"left:92.917%;width:3.333%;background:#1a1a1a\"><\/span><span class=\"seg\" style=\"left:96.250%;width:3.750%;background:#94A3B8\"><\/span><\/span><\/span><span class=\"bc-val\">120.0<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PVC<\/span><span class=\"bc-track\"><span class=\"bar stack\" style=\"left:0;width:73.167%;--d:0.40s\"><span class=\"seg\" style=\"left:0.000%;width:4.100%;background:#006675\"><\/span><span class=\"seg\" style=\"left:4.100%;width:54.670%;background:#63976B\"><\/span><span class=\"seg\" style=\"left:58.770%;width:7.517%;background:#2D8B8A\"><\/span><span class=\"seg\" style=\"left:66.287%;width:22.779%;background:#008194\"><\/span><span class=\"seg\" style=\"left:89.066%;width:1.822%;background:#1a1a1a\"><\/span><span class=\"seg\" style=\"left:90.888%;width:9.112%;background:#94A3B8\"><\/span><\/span><\/span><span class=\"bc-val\">219.5<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Pyrolysis<\/span><span class=\"bc-track\"><span class=\"bar stack\" style=\"left:0;width:38.233%;--d:0.48s\"><span class=\"seg\" style=\"left:0.000%;width:1.656%;background:#006675\"><\/span><span class=\"seg\" style=\"left:1.656%;width:8.544%;background:#63976B\"><\/span><span class=\"seg\" style=\"left:10.201%;width:13.949%;background:#2D8B8A\"><\/span><span class=\"seg\" style=\"left:24.150%;width:47.951%;background:#008194\"><\/span><span class=\"seg\" style=\"left:72.101%;width:8.718%;background:#1a1a1a\"><\/span><span class=\"seg\" style=\"left:80.820%;width:19.180%;background:#94A3B8\"><\/span><\/span><\/span><span class=\"bc-val\">114.7<\/span><\/div>\r\n<span class=\"fig-cap\">Each bar is the sum of six stage costs. Scale 0 to 300 million USD.<\/span><\/div>\r\n<div class=\"tb-wrap\"><table class=\"tb-table \"><thead><tr><th scope=\"col\">Technology<\/th><th scope=\"col\">Life cycle cost<\/th><th scope=\"col\">Revenue<\/th><th scope=\"col\">Net benefit<\/th><th scope=\"col\">Benefit-cost ratio<\/th><th scope=\"col\">PV of net benefit<\/th><th scope=\"col\">Largest cost driver<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PP)<\/td><td data-label=\"Life cycle cost\">56.7<\/td><td data-label=\"Revenue\">85<\/td><td data-label=\"Net benefit\">+28.3<\/td><td data-label=\"Benefit-cost ratio\">1.50<\/td><td data-label=\"PV of net benefit\">+19.0<\/td><td data-label=\"Largest cost driver\">Production (71%)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PE)<\/td><td data-label=\"Life cycle cost\">55.3<\/td><td data-label=\"Revenue\">110<\/td><td data-label=\"Net benefit\">+54.7<\/td><td data-label=\"Benefit-cost ratio\">1.99<\/td><td data-label=\"PV of net benefit\">+36.7<\/td><td data-label=\"Largest cost driver\">Production (45%)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PVC)<\/td><td data-label=\"Life cycle cost\">47.8<\/td><td data-label=\"Revenue\">40<\/td><td data-label=\"Net benefit\">&minus;7.8<\/td><td data-label=\"Benefit-cost ratio\">0.84<\/td><td data-label=\"PV of net benefit\">&minus;5.2<\/td><td data-label=\"Largest cost driver\">End of life (33%)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PP)<\/td><td data-label=\"Life cycle cost\">291.5<\/td><td data-label=\"Revenue\">250<\/td><td data-label=\"Net benefit\">&minus;41.5<\/td><td data-label=\"Benefit-cost ratio\">0.86<\/td><td data-label=\"PV of net benefit\">&minus;27.8<\/td><td data-label=\"Largest cost driver\">End of life (36%)<\/td><\/tr><tr class=\"hl\"><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PE)<\/td><td data-label=\"Life cycle cost\">120.0<\/td><td data-label=\"Revenue\">150<\/td><td data-label=\"Net benefit\">+30.0<\/td><td data-label=\"Benefit-cost ratio\">1.25<\/td><td data-label=\"PV of net benefit\">+20.1<\/td><td data-label=\"Largest cost driver\">Transportation (52%)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PVC)<\/td><td data-label=\"Life cycle cost\">219.5<\/td><td data-label=\"Revenue\">185<\/td><td data-label=\"Net benefit\">&minus;34.5<\/td><td data-label=\"Benefit-cost ratio\">0.84<\/td><td data-label=\"PV of net benefit\">&minus;23.1<\/td><td data-label=\"Largest cost driver\">Transportation (55%)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Chemical recycling (pyrolysis)<\/td><td data-label=\"Life cycle cost\">114.7<\/td><td data-label=\"Revenue\">90<\/td><td data-label=\"Net benefit\">&minus;24.7<\/td><td data-label=\"Benefit-cost ratio\">0.78<\/td><td data-label=\"PV of net benefit\">&minus;16.6<\/td><td data-label=\"Largest cost driver\">Production (48%)<\/td><\/tr><\/tbody><\/table><\/div>\r\n<span class=\"tb-note\">Million USD. PV at 8% over 10 years with even spreading. Highlighted row: recommended option.<\/span>\r\n<div class=\"fig chart\"><span class=\"fig-title\">Figure 2 &middot; Net benefit = revenue &minus; life cycle cost (million USD)<\/span>\r\n<div class=\"bc-row\"><span class=\"bc-lab\">Thermal PP<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:45.455%;width:21.439%;background:#008194;--d:0.00s\"><\/span><span class=\"zero\" style=\"left:45.455%\"><\/span><\/span><span class=\"bc-val\">+28.3<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PE<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:45.455%;width:41.439%;background:#008194;--d:0.08s\"><\/span><span class=\"zero\" style=\"left:45.455%\"><\/span><\/span><span class=\"bc-val\">+54.7<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PVC<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:54.545%;width:5.909%;background:#94A3B8;--d:0.16s\"><\/span><span class=\"zero\" style=\"left:45.455%\"><\/span><\/span><span class=\"bc-val\">&minus;7.8<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PP<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:54.545%;width:31.439%;background:#94A3B8;--d:0.24s\"><\/span><span class=\"zero\" style=\"left:45.455%\"><\/span><\/span><span class=\"bc-val\">&minus;41.5<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PE<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:45.455%;width:22.727%;background:#008194;--d:0.32s\"><\/span><span class=\"zero\" style=\"left:45.455%\"><\/span><\/span><span class=\"bc-val\">+30.0<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PVC<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:54.545%;width:26.136%;background:#94A3B8;--d:0.40s\"><\/span><span class=\"zero\" style=\"left:45.455%\"><\/span><\/span><span class=\"bc-val\">&minus;34.5<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Pyrolysis<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:54.545%;width:18.712%;background:#94A3B8;--d:0.48s\"><\/span><span class=\"zero\" style=\"left:45.455%\"><\/span><\/span><span class=\"bc-val\">&minus;24.7<\/span><\/div><span class=\"fig-cap\">Three options return a net gain; four return a net loss. Scale &minus;60 to +72 million USD.<\/span><\/div>\r\n<p style=\"margin-top:22px\">Three options return a net gain: Thermal PE (USD 54.7 million), Mechanical PE (USD 30.0 million) and Thermal PP (USD 28.3 million). The other four lose money, from Thermal PVC (&minus;7.8) to Mechanical PP (&minus;41.5). On economics alone, Thermal PE leads with a benefit-cost ratio of 1.99.<\/p>\r\n<div class=\"callout\"><p>Discounting does not change this ranking. With costs and revenues spread evenly, every option is multiplied by the same annuity factor. 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auto}.deiso-lcccs-b6.anim .chart:not(.is-in) .bub{transform:scale(0)}.deiso-lcccs-b6.anim .chart .bub{transform-box:fill-box;transform-origin:center;transition:transform .6s cubic-bezier(.2,.7,.2,1);transition-delay:var(--d,0s)}@media (prefers-reduced-motion:reduce){.deiso-lcccs-b6 .bub{transition:none !important;transform:none !important}}<\/style>\r\n<div class=\"pg-outer\">\r\n<div class=\"pg-card\">\r\n<span class=\"card-strap\"><\/span>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">4 &middot; Environmental results<\/span>\r\n<h2>Global warming potential<\/h2>\r\n<p>Mechanical PVC (0.114), Mechanical PE (0.124) and pyrolysis (0.175) have a GWP roughly one tenth of the thermal routes (1.02 to 1.24). Mechanical PP is the outlier at 1.75, the highest of all, although that value is probably a transcription error.<\/p>\r\n<div class=\"fig chart\"><span class=\"fig-title\">Figure 3 &middot; GWP (kg CO&#8322;-eq per kg treated)<\/span>\r\n<div class=\"bc-row\"><span class=\"bc-lab\">Thermal PP<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:0;width:51.000%;background:#2D8B8A;--d:0.00s\"><\/span><\/span><span class=\"bc-val\">1.020<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PE<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:0;width:62.000%;background:#2D8B8A;--d:0.08s\"><\/span><\/span><span class=\"bc-val\">1.240<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PVC<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:0;width:57.000%;background:#2D8B8A;--d:0.16s\"><\/span><\/span><span class=\"bc-val\">1.140<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PP<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:0;width:87.500%;background:#2D8B8A;--d:0.24s\"><\/span><\/span><span class=\"bc-val\">1.750<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PE<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:0;width:6.200%;background:#63976B;--d:0.32s\"><\/span><\/span><span class=\"bc-val\">0.124<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PVC<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:0;width:5.700%;background:#63976B;--d:0.40s\"><\/span><\/span><span class=\"bc-val\">0.114<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Pyrolysis<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:0;width:8.750%;background:#63976B;--d:0.48s\"><\/span><\/span><span class=\"bc-val\">0.175<\/span><\/div><span class=\"fig-cap\">Sage bars: GWP below 0.2. Scale 0 to 2.0.<\/span><\/div>\r\n<p style=\"margin-top:22px\">Plotting both results together shows the decision directly. Mechanical PE is the only option in the shaded quadrant: profitable and low-carbon. The thermal routes for PE and PP are profitable but carbon-intensive; Mechanical PVC and pyrolysis are low-carbon but lose money.<\/p>\r\n<div class=\"fig chart\"><span class=\"fig-title\">Figure 4 &middot; Economic against environmental performance<\/span>\r\n<div class=\"quad-wrap\"><svg class=\"quad\" viewBox=\"0 0 540 350\" role=\"img\" aria-label=\"Scatter of net benefit against GWP. Mechanical PE is the only option with both a net gain and low GWP.\" font-family=\"Jost, system-ui, sans-serif\">\r\n<rect x=\"70\" y=\"30\" width=\"142.1\" height=\"152.6\" fill=\"rgba(0,129,148,0.07)\"\/>\r\n<text x=\"70.0\" y=\"322\" text-anchor=\"middle\" font-size=\"12.5\" fill=\"#94A3B8\">0<\/text><line x1=\"70.0\" y1=\"30\" x2=\"70.0\" y2=\"300\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"188.4\" y=\"322\" text-anchor=\"middle\" font-size=\"12.5\" fill=\"#94A3B8\">0.5<\/text><line x1=\"188.4\" y1=\"30\" x2=\"188.4\" y2=\"300\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"306.8\" y=\"322\" text-anchor=\"middle\" font-size=\"12.5\" fill=\"#94A3B8\">1<\/text><line x1=\"306.8\" y1=\"30\" x2=\"306.8\" y2=\"300\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"425.3\" y=\"322\" text-anchor=\"middle\" font-size=\"12.5\" fill=\"#94A3B8\">1.5<\/text><line x1=\"425.3\" y1=\"30\" x2=\"425.3\" y2=\"300\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"60\" y=\"280.5\" text-anchor=\"end\" font-size=\"12.5\" fill=\"#94A3B8\">-40<\/text><line x1=\"70\" y1=\"276.5\" x2=\"520\" y2=\"276.5\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"60\" y=\"233.6\" text-anchor=\"end\" font-size=\"12.5\" fill=\"#94A3B8\">-20<\/text><line x1=\"70\" y1=\"229.6\" x2=\"520\" y2=\"229.6\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"60\" y=\"186.6\" text-anchor=\"end\" font-size=\"12.5\" fill=\"#94A3B8\">0<\/text><line x1=\"70\" y1=\"182.6\" x2=\"520\" y2=\"182.6\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"60\" y=\"139.7\" text-anchor=\"end\" font-size=\"12.5\" fill=\"#94A3B8\">+20<\/text><line x1=\"70\" y1=\"135.7\" x2=\"520\" y2=\"135.7\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"60\" y=\"92.7\" text-anchor=\"end\" font-size=\"12.5\" fill=\"#94A3B8\">+40<\/text><line x1=\"70\" y1=\"88.7\" x2=\"520\" y2=\"88.7\" stroke=\"rgba(26,26,26,0.06)\"\/><text x=\"60\" y=\"45.7\" text-anchor=\"end\" font-size=\"12.5\" fill=\"#94A3B8\">+60<\/text><line x1=\"70\" y1=\"41.7\" x2=\"520\" y2=\"41.7\" stroke=\"rgba(26,26,26,0.06)\"\/>\r\n<line x1=\"70\" y1=\"182.6\" x2=\"520\" y2=\"182.6\" stroke=\"#94A3B8\" stroke-dasharray=\"5 4\"\/>\r\n<line x1=\"212.1\" y1=\"30\" x2=\"212.1\" y2=\"300\" stroke=\"#94A3B8\" stroke-dasharray=\"5 4\"\/>\r\n<text x=\"78\" y=\"48\" font-size=\"13\" font-weight=\"600\" fill=\"#006675\">Gain and low GWP<\/text>\r\n<circle class=\"bub\" cx=\"311.6\" cy=\"116.2\" r=\"9.4\" fill=\"#2D8B8A\" fill-opacity=\"0.9\" stroke=\"#ffffff\" stroke-width=\"2\" style=\"--d:0.0s\"\/><circle class=\"bub\" cx=\"363.7\" cy=\"54.2\" r=\"9.3\" fill=\"#2D8B8A\" fill-opacity=\"0.9\" stroke=\"#ffffff\" stroke-width=\"2\" style=\"--d:0.1s\"\/><circle class=\"bub\" cx=\"340.0\" cy=\"200.9\" r=\"8.6\" fill=\"#94A3B8\" fill-opacity=\"0.9\" stroke=\"#ffffff\" stroke-width=\"2\" style=\"--d:0.2s\"\/><circle class=\"bub\" cx=\"484.5\" cy=\"280.0\" r=\"21.3\" fill=\"#94A3B8\" fill-opacity=\"0.9\" stroke=\"#ffffff\" stroke-width=\"2\" style=\"--d:0.3s\"\/><circle class=\"bub\" cx=\"99.4\" cy=\"112.2\" r=\"13.7\" fill=\"#008194\" fill-opacity=\"0.9\" stroke=\"#ffffff\" stroke-width=\"2\" style=\"--d:0.4s\"\/><circle class=\"bub\" cx=\"97.0\" cy=\"263.6\" r=\"18.5\" fill=\"#94A3B8\" fill-opacity=\"0.9\" stroke=\"#ffffff\" stroke-width=\"2\" style=\"--d:0.5s\"\/><circle class=\"bub\" cx=\"111.4\" cy=\"240.6\" r=\"13.4\" fill=\"#94A3B8\" fill-opacity=\"0.9\" stroke=\"#ffffff\" stroke-width=\"2\" style=\"--d:0.6s\"\/><text x=\"325.6\" y=\"134.2\" text-anchor=\"start\" font-size=\"14\" font-weight=\"400\" fill=\"#1a1a1a\">Thermal PP<\/text><text x=\"349.7\" y=\"42.2\" text-anchor=\"end\" font-size=\"14\" font-weight=\"400\" fill=\"#1a1a1a\">Thermal PE<\/text><text x=\"354.0\" y=\"205.9\" text-anchor=\"start\" font-size=\"14\" font-weight=\"400\" fill=\"#1a1a1a\">Thermal PVC<\/text><text x=\"468.5\" y=\"266.0\" text-anchor=\"end\" font-size=\"14\" font-weight=\"400\" fill=\"#1a1a1a\">Mechanical PP<\/text><text x=\"113.4\" y=\"102.2\" text-anchor=\"start\" font-size=\"14\" font-weight=\"700\" fill=\"#1a1a1a\">Mechanical PE<\/text><text x=\"111.0\" y=\"279.6\" text-anchor=\"start\" font-size=\"14\" font-weight=\"400\" fill=\"#1a1a1a\">Mechanical PVC<\/text><text x=\"125.4\" y=\"234.6\" text-anchor=\"start\" font-size=\"14\" font-weight=\"400\" fill=\"#1a1a1a\">Pyrolysis<\/text>\r\n<text x=\"295\" y=\"344\" text-anchor=\"middle\" font-size=\"13\" fill=\"#475569\">GWP, kg CO&#8322;-eq per kg (lower is better)<\/text>\r\n<text x=\"18\" y=\"165\" text-anchor=\"middle\" font-size=\"13\" fill=\"#475569\" transform=\"rotate(-90 18 165)\">Net benefit, million USD<\/text>\r\n<\/svg><\/div><span class=\"quad-hint\">Swipe sideways to see the full chart.<\/span><span class=\"fig-cap\">Bubble size is life cycle cost. Shaded area: net gain with GWP below 0.6.<\/span><\/div>\r\n<\/div>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">Build the capability<\/span>\r\n<h2>Learn to run this analysis on your own projects<\/h2>\r\n<p>Every step in this case study, from stage costing to Monte Carlo simulation, is taught in depth in the DEISO LCCA training.<\/p>\r\n<div class=\"train-card\"><span class=\"card-strap\"><\/span>\r\n<span class=\"pg-eyebrow\">Training programme<\/span>\r\n<h3 class=\"train-title\">Life cycle costing analysis (LCCA) professional training<\/h3>\r\n<p class=\"train-sub\">Advanced training programmes aligned with ISO 15686-5, IEC 60300-3-3 and ASTM E917, built for engineers, cost analysts, and procurement teams developing practical life cycle costing capability.<\/p>\r\n<div class=\"path chart\" role=\"img\" aria-label=\"Progression path: Zero knowledge, then Professional, then Expert, then Expert+\">\r\n<span class=\"fact-label\">Progression path<\/span>\r\n<div class=\"path-steps\">\r\n<span class=\"ps ps0\"><i style=\"background:rgba(148,163,184,0.55);--d:0s\"><\/i>Zero knowledge<\/span>\r\n<span class=\"pl\" style=\"background:linear-gradient(90deg,rgba(148,163,184,0.55),#63976B);--d:.15s\"><\/span>\r\n<span class=\"ps\"><i style=\"background:#63976B;--d:.6s\"><\/i>Professional<\/span>\r\n<span class=\"pl\" style=\"background:linear-gradient(90deg,#63976B,#2D8B8A);--d:.75s\"><\/span>\r\n<span class=\"ps\"><i style=\"background:#2D8B8A;--d:1.2s\"><\/i>Expert<\/span>\r\n<span class=\"pl\" style=\"background:linear-gradient(90deg,#2D8B8A,#008194);--d:1.35s\"><\/span>\r\n<span class=\"ps\"><i style=\"background:#008194;--d:1.8s\"><\/i>Expert+<\/span>\r\n<\/div><\/div>\r\n<div class=\"actions\">\r\n<a href=\"https:\/\/dei.so\/life-cycle-costing-training-programs\" class=\"btn primary\"><span>Explore the LCCA training &rarr;<\/span><\/a>\r\n<a href=\"https:\/\/dei.so\/contact-form\" class=\"btn secondary\"><span>Request a quotation &rarr;<\/span><\/a>\r\n<\/div><\/div>\r\n<\/div>\r\n<\/div>\r\n<\/div>\r\n<script>(function(){var R=document.querySelectorAll('.deiso-lcccs-b6');if(!R.length||!('IntersectionObserver' in window))return;if(window.matchMedia&&window.matchMedia('(prefers-reduced-motion: reduce)').matches)return;R.forEach(function(r){r.classList.add('anim');var io=new IntersectionObserver(function(es){es.forEach(function(e){if(e.isIntersecting){e.target.classList.add('is-in');io.unobserve(e.target);}});},{threshold:0.2});r.querySelectorAll('.chart').forEach(function(c){io.observe(c);});});})();<\/script>\r\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-60d96f1 elementor-widget elementor-widget-html\" data-id=\"60d96f1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"deiso-lcccs-b7\">\r\n<style>\r\n.deiso-lcccs-b7,.deiso-lcccs-b7 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class=\"pg-outer\">\r\n<div class=\"pg-card\">\r\n<span class=\"card-strap\"><\/span>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">5 &middot; Uncertainty<\/span>\r\n<h2>Monte Carlo uncertainty analysis<\/h2>\r\n<p>Single-point results hide risk. A 10,000-run Monte Carlo simulation varied every stage cost and the revenue together within their ranges, to show how likely each outcome is.<\/p>\r\n<div class=\"fig chart\"><span class=\"fig-title\">Figure 5 &middot; Net benefit range, P5 to P95, with P50 marker (million USD)<\/span>\r\n<span class=\"val-head\">P(gain)<\/span><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PP<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:59.974%;width:13.286%;background:#008194;--d:0.00s\"><\/span><span class=\"mk\" style=\"left:66.639%\"><\/span><span class=\"zero\" style=\"left:51.351%\"><\/span><\/span><span class=\"bc-val\">100%<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PE<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:72.735%;width:16.381%;background:#008194;--d:0.08s\"><\/span><span class=\"mk\" style=\"left:80.943%\"><\/span><span class=\"zero\" style=\"left:51.351%\"><\/span><\/span><span class=\"bc-val\">100%<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Thermal PVC<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:43.498%;width:7.211%;background:#94A3B8;--d:0.16s\"><\/span><span class=\"mk\" style=\"left:47.098%\"><\/span><span class=\"zero\" style=\"left:51.351%\"><\/span><\/span><span class=\"bc-val\">2.0%<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PP<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:5.952%;width:45.823%;background:#b87400;--d:0.24s\"><\/span><span class=\"mk\" style=\"left:28.755%\"><\/span><span class=\"zero\" style=\"left:51.351%\"><\/span><\/span><span class=\"bc-val\">5.4%<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PE<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:55.073%;width:24.859%;background:#008194;--d:0.32s\"><\/span><span class=\"mk\" style=\"left:67.474%\"><\/span><span class=\"zero\" style=\"left:51.351%\"><\/span><\/span><span class=\"bc-val\">99.7%<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Mechanical PVC<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:15.289%;width:34.384%;background:#94A3B8;--d:0.40s\"><\/span><span class=\"mk\" style=\"left:32.599%\"><\/span><span class=\"zero\" style=\"left:51.351%\"><\/span><\/span><span class=\"bc-val\">3.2%<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Pyrolysis<\/span><span class=\"bc-track\"><span class=\"bar\" style=\"left:30.308%;width:15.474%;background:#94A3B8;--d:0.48s\"><\/span><span class=\"mk\" style=\"left:37.983%\"><\/span><span class=\"zero\" style=\"left:51.351%\"><\/span><\/span><span class=\"bc-val\">0.0%<\/span><\/div>\r\n<span class=\"fig-cap\">Teal: P5 above zero. Amber: range crosses zero. Grey: P95 below zero. Scale &minus;95 to +90 million USD.<\/span><\/div>\r\n<div class=\"tb-wrap\"><table class=\"tb-table \"><thead><tr><th scope=\"col\">Technology<\/th><th scope=\"col\">P5<\/th><th scope=\"col\">P50<\/th><th scope=\"col\">P95<\/th><th scope=\"col\">Probability of net gain<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PP)<\/td><td data-label=\"P5\">+16.0<\/td><td data-label=\"P50\">+28.3<\/td><td data-label=\"P95\">+40.5<\/td><td data-label=\"Probability of net gain\">100.0%<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PE)<\/td><td data-label=\"P5\">+39.6<\/td><td data-label=\"P50\">+54.7<\/td><td data-label=\"P95\">+69.9<\/td><td data-label=\"Probability of net gain\">100.0%<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PVC)<\/td><td data-label=\"P5\">&minus;14.5<\/td><td data-label=\"P50\">&minus;7.9<\/td><td data-label=\"P95\">&minus;1.2<\/td><td data-label=\"Probability of net gain\">2.0%<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PP)<\/td><td data-label=\"P5\">&minus;84.0<\/td><td data-label=\"P50\">&minus;41.8<\/td><td data-label=\"P95\">+0.8<\/td><td data-label=\"Probability of net gain\">5.4%<\/td><\/tr><tr class=\"hl\"><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PE)<\/td><td data-label=\"P5\">+6.9<\/td><td data-label=\"P50\">+29.8<\/td><td data-label=\"P95\">+52.9<\/td><td data-label=\"Probability of net gain\">99.7%<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PVC)<\/td><td data-label=\"P5\">&minus;66.7<\/td><td data-label=\"P50\">&minus;34.7<\/td><td data-label=\"P95\">&minus;3.1<\/td><td data-label=\"Probability of net gain\">3.2%<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Chemical recycling (pyrolysis)<\/td><td data-label=\"P5\">&minus;38.9<\/td><td data-label=\"P50\">&minus;24.7<\/td><td data-label=\"P95\">&minus;10.3<\/td><td data-label=\"Probability of net gain\">0.0%<\/td><\/tr><\/tbody><\/table><\/div>\r\n<span class=\"tb-note\">Million USD. 10,000 runs, uniform distributions within the stated ranges.<\/span>\r\n<p style=\"margin-top:22px\">The three profitable options stay profitable in almost every run: Thermal PE and Thermal PP in 100%, Mechanical PE in 99.7%. No loss-making option exceeds a 5.4% chance of turning a gain. 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.chart:not(.is-in) .pl{transform:scaleX(0)}\r\n.deiso-lcccs-b8.anim .chart .pl{transition:transform .7s ease;transition-delay:var(--d,0s)}\r\n.deiso-lcccs-b8.anim .chart:not(.is-in) .ps i{transform:scale(0)}\r\n.deiso-lcccs-b8.anim .chart .ps i{transition:transform .45s ease;transition-delay:var(--d,0s)}\r\n@media (max-width:767px){.deiso-lcccs-b8.anim .chart:not(.is-in) .pl{transform:scaleY(0)}}\r\n@media (prefers-reduced-motion:reduce){.deiso-lcccs-b8 .bar,.deiso-lcccs-b8 .pl,.deiso-lcccs-b8 .ps i,.deiso-lcccs-b8 a.btn{transition:none !important;transform:none !important}}\r\n<\/style>\r\n<div class=\"pg-outer\">\r\n<div class=\"pg-card\">\r\n<span class=\"card-strap\"><\/span>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">6 &middot; Sensitivity<\/span>\r\n<h2>Sensitivity analysis and break-even points<\/h2>\r\n<p>One-at-a-time sensitivity changes each driver by 20% while holding the others fixed, to find which input moves the result most.<\/p>\r\n<div class=\"fig chart\"><span class=\"fig-title\">Figure 6 &middot; Tornado chart for Mechanical PE (million USD)<\/span>\r\n<div class=\"legend\"><span class=\"lg\"><i style=\"background:#008194\"><\/i>Favourable change<\/span><span class=\"lg\"><i style=\"background:#63976B\"><\/i>Unfavourable change<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Revenue<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:50%;width:41.667%;background:#63976B;--d:0.00s\"><\/span><span class=\"bar\" style=\"left:50%;width:41.667%;background:#008194;--d:0.00s\"><\/span><span class=\"zero\" style=\"left:50%\"><\/span><\/span><span class=\"bc-val\">&plusmn;30.0<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Transportation<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:50%;width:17.361%;background:#63976B;--d:0.08s\"><\/span><span class=\"bar\" style=\"left:50%;width:17.361%;background:#008194;--d:0.08s\"><\/span><span class=\"zero\" style=\"left:50%\"><\/span><\/span><span class=\"bc-val\">&plusmn;12.5<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Production<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:50%;width:7.778%;background:#63976B;--d:0.16s\"><\/span><span class=\"bar\" style=\"left:50%;width:7.778%;background:#008194;--d:0.16s\"><\/span><span class=\"zero\" style=\"left:50%\"><\/span><\/span><span class=\"bc-val\">&plusmn;5.6<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Pre-processing<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:50%;width:4.444%;background:#63976B;--d:0.24s\"><\/span><span class=\"bar\" style=\"left:50%;width:4.444%;background:#008194;--d:0.24s\"><\/span><span class=\"zero\" style=\"left:50%\"><\/span><\/span><span class=\"bc-val\">&plusmn;3.2<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Extraction<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:50%;width:1.389%;background:#63976B;--d:0.32s\"><\/span><span class=\"bar\" style=\"left:50%;width:1.389%;background:#008194;--d:0.32s\"><\/span><span class=\"zero\" style=\"left:50%\"><\/span><\/span><span class=\"bc-val\">&plusmn;1.0<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">End of life<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:50%;width:1.250%;background:#63976B;--d:0.40s\"><\/span><span class=\"bar\" style=\"left:50%;width:1.250%;background:#008194;--d:0.40s\"><\/span><span class=\"zero\" style=\"left:50%\"><\/span><\/span><span class=\"bc-val\">&plusmn;0.9<\/span><\/div><div class=\"bc-row\"><span class=\"bc-lab\">Distribution<\/span><span class=\"bc-track\"><span class=\"bar neg\" style=\"right:50%;width:1.111%;background:#63976B;--d:0.48s\"><\/span><span class=\"bar\" style=\"left:50%;width:1.111%;background:#008194;--d:0.48s\"><\/span><span class=\"zero\" style=\"left:50%\"><\/span><\/span><span class=\"bc-val\">&plusmn;0.8<\/span><\/div><span class=\"fig-cap\">Change in net benefit for a &plusmn;20% change in each driver. Scale &plusmn;36 million USD.<\/span><\/div>\r\n<div class=\"tb-wrap\"><table class=\"tb-table \"><thead><tr><th scope=\"col\">Technology<\/th><th scope=\"col\">Most critical driver<\/th><th scope=\"col\">Net benefit swing at &plusmn;20%<\/th><th scope=\"col\">Revenue fall to break even<\/th><th scope=\"col\">Cost rise to break even<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PP)<\/td><td data-label=\"Most critical driver\">Revenue<\/td><td data-label=\"Net benefit swing at &plusmn;20%\">&plusmn;17.0<\/td><td data-label=\"Revenue fall to break even\">33.3%<\/td><td data-label=\"Cost rise to break even\">49.9%<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PE)<\/td><td data-label=\"Most critical driver\">Revenue<\/td><td data-label=\"Net benefit swing at &plusmn;20%\">&plusmn;22.0<\/td><td data-label=\"Revenue fall to break even\">49.7%<\/td><td data-label=\"Cost rise to break even\">98.9%<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PVC)<\/td><td data-label=\"Most critical driver\">Revenue<\/td><td data-label=\"Net benefit swing at &plusmn;20%\">&plusmn;8.0<\/td><td data-label=\"Revenue fall to break even\">Already a net loss<\/td><td data-label=\"Cost rise to break even\">Already a net loss<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PP)<\/td><td data-label=\"Most critical driver\">Revenue<\/td><td data-label=\"Net benefit swing at &plusmn;20%\">&plusmn;50.0<\/td><td data-label=\"Revenue fall to break even\">Already a net loss<\/td><td data-label=\"Cost rise to break even\">Already a net loss<\/td><\/tr><tr class=\"hl\"><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PE)<\/td><td data-label=\"Most critical driver\">Revenue<\/td><td data-label=\"Net benefit swing at &plusmn;20%\">&plusmn;30.0<\/td><td data-label=\"Revenue fall to break even\">20.0%<\/td><td data-label=\"Cost rise to break even\">25.0%<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PVC)<\/td><td data-label=\"Most critical driver\">Revenue<\/td><td data-label=\"Net benefit swing at &plusmn;20%\">&plusmn;37.0<\/td><td data-label=\"Revenue fall to break even\">Already a net loss<\/td><td data-label=\"Cost rise to break even\">Already a net loss<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Chemical recycling (pyrolysis)<\/td><td data-label=\"Most critical driver\">Revenue<\/td><td data-label=\"Net benefit swing at &plusmn;20%\">&plusmn;18.0<\/td><td data-label=\"Revenue fall to break even\">Already a net loss<\/td><td data-label=\"Cost rise to break even\">Already a net loss<\/td><\/tr><\/tbody><\/table><\/div>\r\n<span class=\"tb-note\">Million USD. Break-even: the revenue fall or life cycle cost rise that brings net benefit to zero.<\/span>\r\n<p style=\"margin-top:22px\">Revenue is the most critical driver for every option. For Mechanical PE, a 20% fall in revenue removes the whole USD 30.0 million net benefit (elasticity 5.0), and a 25% rise in life cycle cost does the same. Transportation, at 52% of its life cycle cost, is the cost to watch.<\/p>\r\n<div class=\"note-panel\"><span class=\"note-label\">What this means for the decision<\/span><p>Mechanical PE is the right choice, but a thinner one than Thermal PE financially. Thermal PE can absorb a 49.7% revenue fall before breaking even; Mechanical PE can absorb 20%. Secure offtake prices for recycled PE and optimise collection logistics before committing.<\/p><\/div>\r\n<\/div>\r\n<\/div>\r\n<\/div>\r\n<script>(function(){var R=document.querySelectorAll('.deiso-lcccs-b8');if(!R.length||!('IntersectionObserver' in window))return;if(window.matchMedia&&window.matchMedia('(prefers-reduced-motion: reduce)').matches)return;R.forEach(function(r){r.classList.add('anim');var io=new IntersectionObserver(function(es){es.forEach(function(e){if(e.isIntersecting){e.target.classList.add('is-in');io.unobserve(e.target);}});},{threshold:0.2});r.querySelectorAll('.chart').forEach(function(c){io.observe(c);});});})();<\/script>\r\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0a87f39 elementor-widget elementor-widget-html\" data-id=\"0a87f39\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div 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class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">7 &middot; Integrated score<\/span>\r\n<h2>Weighted economic-environmental score<\/h2>\r\n<p>The economic and environmental indices are combined on a 1 to 5 scale under three weightings, from economics-led (70\/30) to environment-led (30\/70).<\/p>\r\n<div class=\"fig chart\"><span class=\"fig-title\">Figure 7 &middot; Score under three weightings (1 to 5)<\/span>\r\n<div class=\"legend\"><span class=\"lg\"><i style=\"background:#63976B\"><\/i>Economic\/environmental 70\/30<\/span><span class=\"lg\"><i style=\"background:#2D8B8A\"><\/i>Economic\/environmental 50\/50<\/span><span class=\"lg\"><i style=\"background:#008194\"><\/i>Economic\/environmental 30\/70<\/span><\/div><div class=\"bc-row gb-row\"><span class=\"bc-lab\">Thermal PP<\/span><span class=\"gb\"><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:71.341%;background:#63976B;--d:0.00s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:66.871%;background:#2D8B8A;--d:0.05s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:62.401%;background:#008194;--d:0.10s\"><\/span><\/span><\/span><span class=\"bc-val gb-val\">3.34<\/span><\/div><div class=\"bc-row gb-row\"><span class=\"bc-lab\">Thermal PE<\/span><span class=\"gb\"><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:83.482%;background:#63976B;--d:0.06s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:72.469%;background:#2D8B8A;--d:0.11s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:61.457%;background:#008194;--d:0.16s\"><\/span><\/span><\/span><span class=\"bc-val gb-val\">3.62<\/span><\/div><div class=\"bc-row gb-row\"><span class=\"bc-lab\">Thermal PVC<\/span><span class=\"gb\"><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:48.566%;background:#63976B;--d:0.12s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:48.927%;background:#2D8B8A;--d:0.17s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:49.288%;background:#008194;--d:0.22s\"><\/span><\/span><\/span><span class=\"bc-val gb-val\">2.45<\/span><\/div><div class=\"bc-row gb-row\"><span class=\"bc-lab\">Mechanical PP<\/span><span class=\"gb\"><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:20.000%;background:#63976B;--d:0.18s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:20.000%;background:#2D8B8A;--d:0.23s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:20.000%;background:#008194;--d:0.28s\"><\/span><\/span><\/span><span class=\"bc-val gb-val\">1.00<\/span><\/div><div class=\"bc-row gb-row\"><span class=\"bc-lab\">Mechanical PE<\/span><span class=\"gb\"><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:85.475%;background:#63976B;--d:0.24s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:89.485%;background:#2D8B8A;--d:0.29s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:93.496%;background:#008194;--d:0.34s\"><\/span><\/span><\/span><span class=\"bc-val gb-val\">4.47<\/span><\/div><div class=\"bc-row gb-row\"><span class=\"bc-lab\">Mechanical PVC<\/span><span class=\"gb\"><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:48.075%;background:#63976B;--d:0.30s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:62.911%;background:#2D8B8A;--d:0.35s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:77.746%;background:#008194;--d:0.40s\"><\/span><\/span><\/span><span class=\"bc-val gb-val\">3.15<\/span><\/div><div class=\"bc-row gb-row\"><span class=\"bc-lab\">Pyrolysis<\/span><span class=\"gb\"><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:52.885%;background:#63976B;--d:0.36s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:65.494%;background:#2D8B8A;--d:0.41s\"><\/span><\/span><span class=\"gb-track\"><span class=\"bar\" style=\"left:0;width:78.103%;background:#008194;--d:0.46s\"><\/span><\/span><\/span><span class=\"bc-val gb-val\">3.27<\/span><\/div><span class=\"fig-cap\">Value shown: score at 50\/50. Scale 0 to 5.<\/span><\/div>\r\n<div class=\"tb-wrap\"><table class=\"tb-table \"><thead><tr><th scope=\"col\">Technology<\/th><th scope=\"col\">Economic index E<\/th><th scope=\"col\">Environmental index V<\/th><th scope=\"col\">Score 70\/30 (rank)<\/th><th scope=\"col\">Score 50\/50 (rank)<\/th><th scope=\"col\">Score 30\/70 (rank)<\/th><\/tr><\/thead><tbody><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PP)<\/td><td data-label=\"Economic index E\">0.726<\/td><td data-label=\"Environmental index V\">0.446<\/td><td data-label=\"Score 70\/30 (rank)\">3.57 (3)<\/td><td data-label=\"Score 50\/50 (rank)\">3.34 (3)<\/td><td data-label=\"Score 30\/70 (rank)\">3.12 (4)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PE)<\/td><td data-label=\"Economic index E\">1.000<\/td><td data-label=\"Environmental index V\">0.312<\/td><td data-label=\"Score 70\/30 (rank)\">4.17 (2)<\/td><td data-label=\"Score 50\/50 (rank)\">3.62 (2)<\/td><td data-label=\"Score 30\/70 (rank)\">3.07 (5)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Thermal recycling (PVC)<\/td><td data-label=\"Economic index E\">0.350<\/td><td data-label=\"Environmental index V\">0.373<\/td><td data-label=\"Score 70\/30 (rank)\">2.43 (5)<\/td><td data-label=\"Score 50\/50 (rank)\">2.45 (6)<\/td><td data-label=\"Score 30\/70 (rank)\">2.46 (6)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PP)<\/td><td data-label=\"Economic index E\">0.000<\/td><td data-label=\"Environmental index V\">0.000<\/td><td data-label=\"Score 70\/30 (rank)\">1.00 (7)<\/td><td data-label=\"Score 50\/50 (rank)\">1.00 (7)<\/td><td data-label=\"Score 30\/70 (rank)\">1.00 (7)<\/td><\/tr><tr class=\"hl\"><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PE)<\/td><td data-label=\"Economic index E\">0.743<\/td><td data-label=\"Environmental index V\">0.994<\/td><td data-label=\"Score 70\/30 (rank)\">4.27 (1)<\/td><td data-label=\"Score 50\/50 (rank)\">4.47 (1)<\/td><td data-label=\"Score 30\/70 (rank)\">4.67 (1)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Mechanical recycling (PVC)<\/td><td data-label=\"Economic index E\">0.073<\/td><td data-label=\"Environmental index V\">1.000<\/td><td data-label=\"Score 70\/30 (rank)\">2.40 (6)<\/td><td data-label=\"Score 50\/50 (rank)\">3.15 (5)<\/td><td data-label=\"Score 30\/70 (rank)\">3.89 (3)<\/td><\/tr><tr><td data-label=\"Technology\" class=\"td-key\">Chemical recycling (pyrolysis)<\/td><td data-label=\"Economic index E\">0.175<\/td><td data-label=\"Environmental index V\">0.963<\/td><td data-label=\"Score 70\/30 (rank)\">2.64 (4)<\/td><td data-label=\"Score 50\/50 (rank)\">3.27 (4)<\/td><td data-label=\"Score 30\/70 (rank)\">3.91 (2)<\/td><\/tr><\/tbody><\/table><\/div>\r\n<p style=\"margin-top:22px\">Mechanical PE ranks first under every weighting, from 4.27 when economics carries 70% to 4.67 when the environment carries 70%. Thermal PE ranks second only when economics dominates, and falls to fifth when the environment does. Testing several weightings, rather than fixing one, is what shows the recommendation is defensible and not an artefact of the weights.<\/p>\r\n<\/div>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">8 &middot; Conclusion<\/span>\r\n<h2>Conclusion and limitations<\/h2>\r\n<div class=\"callout\"><p>Recommendation: adopt mechanical recycling for polyethylene. It returns USD 30.0 million of net benefit at a GWP of 0.124 kg CO&#8322;-eq per kg, ranks first under every weighting, and stays profitable in 99.7% of simulated outcomes.<\/p><\/div>\r\n<ul class=\"pg-list\">\r\n<li><span class=\"li-key\">If carbon carries no weight<\/span> &mdash; Thermal PE earns more (USD 54.7 million) but emits ten times more CO&#8322;-eq per kg.<\/li>\r\n<li><span class=\"li-key\">Protect the margin<\/span> &mdash; revenue and transportation drive the Mechanical PE result; lock in offtake prices and optimise logistics.<\/li>\r\n<li><span class=\"li-key\">Avoid<\/span> &mdash; Mechanical PP and PVC, Thermal PVC and pyrolysis lose money under almost every simulated outcome.<\/li>\r\n<\/ul>\r\n<h3>Limitations<\/h3>\r\n<ul class=\"pg-list\">\r\n<li>Illustrative teaching dataset with a stated functional unit assumption; three stage values reconciled.<\/li>\r\n<li>No time profile, so present value assumes even spreading; capital timing could change the picture.<\/li>\r\n<li>Only GWP is assessed; other impact categories and GWP uncertainty are not modelled.<\/li>\r\n<li>Uniform distributions with assumed ranges; correlated inputs would widen the Monte Carlo spread.<\/li>\r\n<\/ul>\r\n<\/div>\r\n<\/div>\r\n<\/div>\r\n<script>(function(){var R=document.querySelectorAll('.deiso-lcccs-b9');if(!R.length||!('IntersectionObserver' in window))return;if(window.matchMedia&&window.matchMedia('(prefers-reduced-motion: reduce)').matches)return;R.forEach(function(r){r.classList.add('anim');var io=new IntersectionObserver(function(es){es.forEach(function(e){if(e.isIntersecting){e.target.classList.add('is-in');io.unobserve(e.target);}});},{threshold:0.2});r.querySelectorAll('.chart').forEach(function(c){io.observe(c);});});})();<\/script>\r\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f7c9351 elementor-widget elementor-widget-html\" data-id=\"f7c9351\" data-element_type=\"widget\" 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It ranks second when economics carries 70% of the weight and falls to fifth when the environment does.\"\r\n     }\r\n    },\r\n    {\r\n     \"@type\": \"Question\",\r\n     \"name\": \"What is the difference between sensitivity and uncertainty analysis?\",\r\n     \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Sensitivity analysis changes one input at a time to find which driver moves the result most. Uncertainty analysis varies all inputs together, here by Monte Carlo simulation, to show how likely each outcome is.\"\r\n     }\r\n    },\r\n    {\r\n     \"@type\": \"Question\",\r\n     \"name\": \"Why does discounting not change the ranking?\",\r\n     \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"The case gives life cycle totals without a time profile, so costs and revenues are spread evenly over ten years. Under that assumption discounting multiplies every option by the same factor. Discounting changes rankings when spending is front-loaded, such as heavy capital cost in year one.\"\r\n     }\r\n    },\r\n    {\r\n     \"@type\": \"Question\",\r\n     \"name\": \"Can I run this analysis on my own data?\",\r\n     \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"Yes. The free DEISO LLC Excel calculator reproduces every calculation in this case study, including a live 1,000-run Monte Carlo simulation, and accepts your own costs, revenues and GWP values.\"\r\n     }\r\n    },\r\n    {\r\n     \"@type\": \"Question\",\r\n     \"name\": \"Where can I learn life cycle costing analysis in depth?\",\r\n     \"acceptedAnswer\": {\r\n      \"@type\": \"Answer\",\r\n      \"text\": \"The DEISO Life cycle costing analysis (LCCA) professional training covers the full method, aligned with ISO 15686-5, IEC 60300-3-3 and ASTM E917, with a progression path from zero knowledge to Expert+.\"\r\n     }\r\n    }\r\n   ]\r\n  }\r\n ]\r\n}\r\n<\/script>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">9 &middot; Questions<\/span>\r\n<h2>Frequently asked questions<\/h2>\r\n<div class=\"fq-wrap\"><details class=\"fq-item\"><summary class=\"fq-q\"><span class=\"fq-chev\" aria-hidden=\"true\"><svg viewBox=\"0 0 24 24\"><path d=\"M6 9l6 6 6-6\"\/><\/svg><\/span><span class=\"fq-qtext\">What is life cycle costing (LCC)?<\/span><\/summary><div class=\"fq-a\"><p>Life cycle costing adds up every cost an option incurs across its whole life, from extraction and transport through processing, distribution and end of life, so options are compared on total cost rather than purchase or operating cost alone.<\/p><\/div><\/details><details class=\"fq-item\"><summary class=\"fq-q\"><span class=\"fq-chev\" aria-hidden=\"true\"><svg viewBox=\"0 0 24 24\"><path d=\"M6 9l6 6 6-6\"\/><\/svg><\/span><span class=\"fq-qtext\">How is LCC different from life cycle assessment (LCA)?<\/span><\/summary><div class=\"fq-a\"><p>LCC measures money; LCA measures environmental impact, such as global warming potential in kg CO&#8322;-eq. This case study uses both and combines them in a weighted score.<\/p><\/div><\/details><details class=\"fq-item\"><summary class=\"fq-q\"><span class=\"fq-chev\" aria-hidden=\"true\"><svg viewBox=\"0 0 24 24\"><path d=\"M6 9l6 6 6-6\"\/><\/svg><\/span><span class=\"fq-qtext\">Which recycling technology performs best in this case study?<\/span><\/summary><div class=\"fq-a\"><p>Mechanical recycling of polyethylene (PE). It returns a net benefit of USD 30.0 million with a GWP of 0.124 kg CO&#8322;-eq per kg, ranks first under all three weightings tested, and stays profitable in 99.7% of 10,000 Monte Carlo runs.<\/p><\/div><\/details><details class=\"fq-item\"><summary class=\"fq-q\"><span class=\"fq-chev\" aria-hidden=\"true\"><svg viewBox=\"0 0 24 24\"><path d=\"M6 9l6 6 6-6\"\/><\/svg><\/span><span class=\"fq-qtext\">Why not thermal recycling of PE, which earns more?<\/span><\/summary><div class=\"fq-a\"><p>Thermal PE has the highest net benefit (USD 54.7 million) but a GWP ten times higher (1.24 kg CO&#8322;-eq per kg). It ranks second when economics carries 70% of the weight and falls to fifth when the environment does.<\/p><\/div><\/details><details class=\"fq-item\"><summary class=\"fq-q\"><span class=\"fq-chev\" aria-hidden=\"true\"><svg viewBox=\"0 0 24 24\"><path d=\"M6 9l6 6 6-6\"\/><\/svg><\/span><span class=\"fq-qtext\">What is the difference between sensitivity and uncertainty analysis?<\/span><\/summary><div class=\"fq-a\"><p>Sensitivity analysis changes one input at a time to find which driver moves the result most. Uncertainty analysis varies all inputs together, here by Monte Carlo simulation, to show how likely each outcome is.<\/p><\/div><\/details><details class=\"fq-item\"><summary class=\"fq-q\"><span class=\"fq-chev\" aria-hidden=\"true\"><svg viewBox=\"0 0 24 24\"><path d=\"M6 9l6 6 6-6\"\/><\/svg><\/span><span class=\"fq-qtext\">Why does discounting not change the ranking?<\/span><\/summary><div class=\"fq-a\"><p>The case gives life cycle totals without a time profile, so costs and revenues are spread evenly over ten years. Under that assumption discounting multiplies every option by the same factor. Discounting changes rankings when spending is front-loaded, such as heavy capital cost in year one.<\/p><\/div><\/details><details class=\"fq-item\"><summary class=\"fq-q\"><span class=\"fq-chev\" aria-hidden=\"true\"><svg viewBox=\"0 0 24 24\"><path d=\"M6 9l6 6 6-6\"\/><\/svg><\/span><span class=\"fq-qtext\">Can I run this analysis on my own data?<\/span><\/summary><div class=\"fq-a\"><p>Yes. The free DEISO LLC Excel calculator reproduces every calculation in this case study, including a live 1,000-run Monte Carlo simulation, and accepts your own costs, revenues and GWP values.<\/p><\/div><\/details><details class=\"fq-item\"><summary class=\"fq-q\"><span class=\"fq-chev\" aria-hidden=\"true\"><svg viewBox=\"0 0 24 24\"><path d=\"M6 9l6 6 6-6\"\/><\/svg><\/span><span class=\"fq-qtext\">Where can I learn life cycle costing analysis in depth?<\/span><\/summary><div class=\"fq-a\"><p>The DEISO Life cycle costing analysis (LCCA) professional training covers the full method, aligned with ISO 15686-5, IEC 60300-3-3 and ASTM E917, with a progression path from zero knowledge to Expert+.<\/p><\/div><\/details><\/div>\r\n<\/div>\r\n<\/div>\r\n<\/div>\r\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0d06399 elementor-widget elementor-widget-html\" data-id=\"0d06399\" data-element_type=\"widget\" data-e-type=\"widget\" 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!important}\r\n}\r\n.deiso-lcccs-b11.anim .chart:not(.is-in) .bar{transform:scaleX(0)}\r\n.deiso-lcccs-b11.anim .chart .bar{transition:transform .9s cubic-bezier(.2,.7,.2,1);transition-delay:var(--d,0s)}\r\n.deiso-lcccs-b11.anim .chart:not(.is-in) .pl{transform:scaleX(0)}\r\n.deiso-lcccs-b11.anim .chart .pl{transition:transform .7s ease;transition-delay:var(--d,0s)}\r\n.deiso-lcccs-b11.anim .chart:not(.is-in) .ps i{transform:scale(0)}\r\n.deiso-lcccs-b11.anim .chart .ps i{transition:transform .45s ease;transition-delay:var(--d,0s)}\r\n@media (max-width:767px){.deiso-lcccs-b11.anim .chart:not(.is-in) .pl{transform:scaleY(0)}}\r\n@media (prefers-reduced-motion:reduce){.deiso-lcccs-b11 .bar,.deiso-lcccs-b11 .pl,.deiso-lcccs-b11 .ps i,.deiso-lcccs-b11 a.btn{transition:none !important;transform:none !important}}\r\n<\/style>\r\n<div class=\"pg-outer\">\r\n<div class=\"pg-card\">\r\n<span class=\"card-strap\"><\/span>\r\n<div class=\"pg-sec\">\r\n<span class=\"pg-eyebrow\">Next step<\/span>\r\n<h2>Take the method further<\/h2>\r\n<p>Rework every number in this case study with the free Excel calculator, keep the PDF for reference, or build the full capability through structured training.<\/p>\r\n<div class=\"train-card\"><span class=\"card-strap\"><\/span>\r\n<span class=\"pg-eyebrow\">Training programme<\/span>\r\n<h3 class=\"train-title\">Life cycle costing analysis (LCCA) professional training<\/h3>\r\n<p class=\"train-sub\">Advanced training programmes aligned with ISO 15686-5, IEC 60300-3-3 and ASTM E917, built for engineers, cost analysts, and procurement teams developing practical life cycle costing capability.<\/p>\r\n<div class=\"path chart\" role=\"img\" aria-label=\"Progression path: Zero knowledge, then Professional, then Expert, then Expert+\">\r\n<span class=\"fact-label\">Progression path<\/span>\r\n<div class=\"path-steps\">\r\n<span class=\"ps ps0\"><i style=\"background:rgba(148,163,184,0.55);--d:0s\"><\/i>Zero knowledge<\/span>\r\n<span class=\"pl\" style=\"background:linear-gradient(90deg,rgba(148,163,184,0.55),#63976B);--d:.15s\"><\/span>\r\n<span class=\"ps\"><i style=\"background:#63976B;--d:.6s\"><\/i>Professional<\/span>\r\n<span class=\"pl\" style=\"background:linear-gradient(90deg,#63976B,#2D8B8A);--d:.75s\"><\/span>\r\n<span class=\"ps\"><i style=\"background:#2D8B8A;--d:1.2s\"><\/i>Expert<\/span>\r\n<span class=\"pl\" style=\"background:linear-gradient(90deg,#2D8B8A,#008194);--d:1.35s\"><\/span>\r\n<span class=\"ps\"><i style=\"background:#008194;--d:1.8s\"><\/i>Expert+<\/span>\r\n<\/div><\/div>\r\n<div class=\"actions\">\r\n<a href=\"https:\/\/dei.so\/life-cycle-costing-training-programs\" class=\"btn primary\"><span>Explore the LCCA training &rarr;<\/span><\/a>\r\n<a href=\"https:\/\/dei.so\/?deiso_dl=25\" class=\"btn secondary\" rel=\"nofollow\"><svg viewBox=\"0 0 24 24\" aria-hidden=\"true\"><path d=\"M12 4v11\"\/><path d=\"M7 10.5l5 5 5-5\"\/><path d=\"M5 20h14\"\/><\/svg><span>Download the Excel calculator<\/span><\/a>\r\n<a href=\"https:\/\/dei.so\/?deiso_dl=26\" class=\"btn secondary\" rel=\"nofollow\"><svg viewBox=\"0 0 24 24\" aria-hidden=\"true\"><path d=\"M12 4v11\"\/><path d=\"M7 10.5l5 5 5-5\"\/><path d=\"M5 20h14\"\/><\/svg><span>Download the PDF case study<\/span><\/a>\r\n<\/div>\r\n<span class=\"tb-note\">&copy; 2026 DEISO LLC &middot; Tokyo, Japan. Illustrative teaching dataset; a learning resource, not an investment recommendation.<\/span>\r\n<\/div><\/div>\r\n<\/div>\r\n<\/div>\r\n<script>(function(){var R=document.querySelectorAll('.deiso-lcccs-b11');if(!R.length||!('IntersectionObserver' in window))return;if(window.matchMedia&&window.matchMedia('(prefers-reduced-motion: reduce)').matches)return;R.forEach(function(r){r.classList.add('anim');var io=new IntersectionObserver(function(es){es.forEach(function(e){if(e.isIntersecting){e.target.classList.add('is-in');io.unobserve(e.target);}});},{threshold:0.2});r.querySelectorAll('.chart').forEach(function(c){io.observe(c);});});})();<\/script>\r\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Case study &middot; Life cycle costing Mechanical recycling of polyethylene offers the best balance of cost and carbon A worked life cycle costing analysis of seven plastic recycling technologies, with cost-benefit, sensitivity and Monte Carlo uncertainty analysis. Thermal, mechanical and chemical recycling routes for PP, PE and PVC are compared on life cycle cost, net [&hellip;]<\/p>\n","protected":false},"author":132,"featured_media":341940,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"elementor_header_footer","format":"standard","meta":{"_deiso_takeaway":"","_deiso_part":0,"_deiso_aiv_faq":[],"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_feature_clip_id":0,"_jetpack_memberships_contains_paid_content":false,"footnotes":"","jetpack_post_was_ever_published":false},"categories":[1737],"tags":[1738,1740,1032,1743,1732,1742,731,730,1692,1031,612,692,1739,616,1741,613],"deiso_standard":[],"deiso_series":[],"deiso_issue":[],"deiso-finder":[],"content-type":[],"content-filter":[],"site-search-options":[],"class_list":["post-341928","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-tutorials","tag-case-study","tag-chemical-recycling","tag-cost-benefit-analysis","tag-excel-calculator","tag-global-warming-potential","tag-iso-15686-5","tag-lcc","tag-lcca","tag-life-cycle-cost-analysis","tag-life-cycle-costing","tag-mechanical-recycling","tag-monte-carlo-simulation","tag-plastic-recycling","tag-pyrolysis","tag-sensitivity-analysis","tag-thermal-recycling","grve-entry-item","grve-blog-item"],"jetpack_sharing_enabled":true,"jetpack_featured_media_url":"https:\/\/dei.so\/wp-content\/uploads\/2026\/10\/DEISO_LCC_Case_Study_featured.jpg","_links":{"self":[{"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/posts\/341928","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/users\/132"}],"replies":[{"embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/comments?post=341928"}],"version-history":[{"count":0,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/posts\/341928\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/media\/341940"}],"wp:attachment":[{"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/media?parent=341928"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/categories?post=341928"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/tags?post=341928"},{"taxonomy":"deiso_standard","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/deiso_standard?post=341928"},{"taxonomy":"deiso_series","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/deiso_series?post=341928"},{"taxonomy":"deiso_issue","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/deiso_issue?post=341928"},{"taxonomy":"deiso-finder","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/deiso-finder?post=341928"},{"taxonomy":"content-type","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/content-type?post=341928"},{"taxonomy":"content-filter","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/content-filter?post=341928"},{"taxonomy":"site-search-options","embeddable":true,"href":"https:\/\/dei.so\/es\/wp-json\/wp\/v2\/site-search-options?post=341928"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}