{"id":4448,"date":"2026-10-20T20:30:00","date_gmt":"2026-10-20T12:30:00","guid":{"rendered":"https:\/\/sixsigma.com.my\/training\/?p=4448"},"modified":"2026-10-20T23:45:19","modified_gmt":"2026-10-20T15:45:19","slug":"takt-time","status":"publish","type":"post","link":"https:\/\/sixsigma.com.my\/training\/takt-time\/","title":{"rendered":"Takt time, cycle time and lead time: formulas, differences and a worked example"},"content":{"rendered":"\n<div class=\"ssa\" id=\"top\">\n  <div class=\"ssa-progress\" id=\"ssa-progress\" aria-hidden=\"true\"><\/div>\n  <nav class=\"ssa-crumbs\" aria-label=\"Breadcrumb\">\n    <a href=\"https:\/\/sixsigma.com.my\/training\/\">Home<\/a><span aria-hidden=\"true\">\/<\/span>\n    <a href=\"https:\/\/sixsigma.com.my\/training\/six-sigma-blog\/\">Articles<\/a><span aria-hidden=\"true\">\/<\/span>\n    <span aria-current=\"page\">Takt time<\/span>\n  <\/nav>\n  <!-- [02] HERO -->\n  <header class=\"ssa-hero\">\n    <div>\n      <p class=\"ssa-eyebrow\">Lean tools &middot; Guide for engineers and supervisors<\/p>\n      <h1>Takt time, cycle time and lead time: formulas, differences and a worked example<\/h1>\n      <p class=\"ssa-dek\">What each of the three times measures, how to calculate them, how they relate to each other, and how takt time is used to balance a line, with a worked example you can follow step by step.<\/p>\n      <div class=\"ssa-meta\"><span>By <b>MBizM Sdn. Bhd.<\/b><\/span><span>Published 20 October 2026<\/span><span>Last updated 20 October 2026<\/span><span>11 min read<\/span><\/div>\n      <p class=\"ssa-meta\"><span>Fact-checked against the cited sources.<\/span><\/p>\n    <\/div>\n    <div class=\"ssa-art\" role=\"img\" aria-label=\"Illustration: takt time is the pace the customer sets, cycle time is how long each step actually takes, and lead time is how long one unit takes to pass through the whole process, including waiting\">\n      <svg viewBox=\"0 0 520 360\" aria-hidden=\"true\">\n        <rect x=\"0\" y=\"0\" width=\"520\" height=\"360\" rx=\"18\" fill=\"#F5F7FB\"\/>\n        <text x=\"40\" y=\"44\" font-family=\"Noto Sans, Arial, sans-serif\" font-size=\"13\" font-weight=\"700\" fill=\"#17643A\" letter-spacing=\"1.5\">THREE TIMES, THREE QUESTIONS<\/text>\n        <text x=\"40\" y=\"62\" font-family=\"Noto Sans, Arial, sans-serif\" font-size=\"13\" fill=\"#5B6476\">demand, capability and flow<\/text>\n        <g font-family=\"Noto Sans, Arial, sans-serif\">\n          <rect x=\"40\" y=\"90\" width=\"440\" height=\"60\" rx=\"12\" fill=\"#1F365C\"\/>\n          <text x=\"60\" y=\"116\" font-size=\"16\" font-weight=\"700\" fill=\"#FFFFFF\">Takt time<\/text>\n          <text x=\"60\" y=\"136\" font-size=\"12\" fill=\"#FFFFFF\">How often must we finish one? (the customer&#8217;s pace)<\/text>\n          <rect x=\"40\" y=\"165\" width=\"440\" height=\"60\" rx=\"12\" fill=\"#3F5F8F\"\/>\n          <text x=\"60\" y=\"191\" font-size=\"16\" font-weight=\"700\" fill=\"#FFFFFF\">Cycle time<\/text>\n          <text x=\"60\" y=\"211\" font-size=\"12\" fill=\"#FFFFFF\">How long does each step actually take? (measured)<\/text>\n          <rect x=\"40\" y=\"240\" width=\"440\" height=\"60\" rx=\"12\" fill=\"#17643A\"\/>\n          <text x=\"60\" y=\"266\" font-size=\"16\" font-weight=\"700\" fill=\"#FFFFFF\">Lead time<\/text>\n          <text x=\"60\" y=\"286\" font-size=\"12\" fill=\"#FFFFFF\">How long does one unit take from start to finish?<\/text>\n        <\/g>\n        <rect x=\"40\" y=\"316\" width=\"180\" height=\"26\" rx=\"8\" fill=\"#E3B21B\"\/>\n        <text x=\"130\" y=\"334\" font-family=\"Noto Sans, Arial, sans-serif\" font-size=\"12\" font-weight=\"700\" fill=\"#1F365C\" text-anchor=\"middle\">Takt = time \/ demand<\/text>\n      <\/svg>\n    <\/div>\n  <\/header>\n  <!-- [03] SHORT ANSWER + KEY FACTS -->\n  <section class=\"ssa-answer\" aria-labelledby=\"ssa-short\">\n    <span class=\"lbl\" id=\"ssa-short\">Short answer<\/span>\n    <p><strong>Takt time<\/strong> is the available production time divided by customer demand: the pace at which you must finish one unit to meet demand. <strong>Cycle time<\/strong> is how long a step actually takes to complete one unit, measured on the floor. <strong>Lead time<\/strong> is how long one unit takes to pass through the whole process, waiting included. Compare cycle time with takt to balance the work.<\/p>\n  <\/section>\n  <div class=\"ssa-facts\" role=\"list\">\n    <div class=\"ssa-fact\" role=\"listitem\"><b>Takt<\/b><span>Available production time &divide; customer demand (Lean Enterprise Institute)<\/span><\/div>\n    <div class=\"ssa-fact\" role=\"listitem\"><b>2 min<\/b><span>480 minutes a day &divide; 240 units a day (LEI lexicon example)<\/span><\/div>\n    <div class=\"ssa-fact\" role=\"listitem\"><b>Measured<\/b><span>Cycle time is timed by actual measurement, not taken from a standard (LEI)<\/span><\/div>\n    <div class=\"ssa-fact\" role=\"listitem\"><b>Order<\/b><span>Value-creating time is usually less than cycle time, which is less than lead time (LEI)<\/span><\/div>\n    <div class=\"ssa-fact\" role=\"listitem\"><b>WIP = TH &times; LT<\/b><span>Little&#8217;s law: average work in process equals throughput times average time in the system, often written L = &lambda;W (Little, 2011)<\/span><\/div>\n  <\/div>\n  <div class=\"ssa-grid\">\n    <!-- [04] CONTENTS -->\n    <aside class=\"ssa-toc\" aria-label=\"On this page\">\n      <details open id=\"ssa-tocbox\">\n        <summary>On this page<\/summary>\n        <ol>\n          <li><a href=\"#takt\">What takt time is<\/a><\/li>\n          <li><a href=\"#cycle\">What cycle time is<\/a><\/li>\n          <li><a href=\"#lead\">What lead time is<\/a><\/li>\n          <li><a href=\"#compare\">Takt vs cycle vs lead time<\/a><\/li>\n          <li><a href=\"#example\">Worked example<\/a><\/li>\n          <li><a href=\"#calculator\">Takt time calculator<\/a><\/li>\n          <li><a href=\"#balance\">Using takt to balance a line<\/a><\/li>\n          <li><a href=\"#malaysia\">Planning in Malaysia<\/a><\/li>\n          <li><a href=\"#mistakes\">Common mistakes<\/a><\/li>\n          <li><a href=\"#faq\">FAQ<\/a><\/li>\n        <\/ol>\n        <div class=\"ssa-toc-cta\">\n          <p>Learn takt time, flow and value stream mapping in a classroom workshop.<\/p>\n          <a class=\"ssa-btn ssa-btn-p\" href=\"https:\/\/sixsigma.com.my\/training\/product-category\/lean-programmes\/\">See Lean programmes<\/a>\n        <\/div>\n      <\/details>\n    <\/aside>\n    <!-- [05] ARTICLE BODY -->\n    <article class=\"ssa-body\">\n      <h2 id=\"takt\">What is takt time?<\/h2>\n      <p>The Lean Enterprise Institute (LEI) defines takt time as the available production time divided by customer demand. In LEI&#8217;s words, the purpose is to precisely match production with demand. In practice that means making what the customer needs, when it is needed, without overproducing.<\/p>\n      <div class=\"ssa-formula\">\n        <p>Takt time = available production time &divide; customer demand<\/p>\n      <\/div>\n      <p>LEI&#8217;s example: a plant that works 480 minutes a day and has customer demand of 240 units a day has a takt time of 2 minutes. By the same formula, if demand rises to 480 units, takt falls to 1 minute; if demand falls, takt gets longer. Takt is a target set by the customer, not a measure of how fast you can work.<\/p>\n      <p><em>Takt<\/em> is German for a precise interval of time. LEI notes that takt was first used as a production management tool in the German aircraft industry in the 1930s, and that takt provides the heartbeat of a lean production system.<\/p>\n      <p><strong>Available production time<\/strong> is the time the process can actually work in the period: the shift length minus planned breaks, meals and planned meetings. In common practice, unplanned downtime is not subtracted. Downtime is a loss to fix: subtracting it would shorten takt and build the losses into the plan, so they look normal instead of getting fixed.<\/p>\n\n      <h2 id=\"cycle\">What is cycle time?<\/h2>\n      <p>LEI defines cycle time as the time required to produce a part or complete a process, as timed by actual measurement. It is what the step really takes, observed on the floor with a stopwatch over several cycles, not the figure written on a routing sheet.<\/p>\n      <p>Two related terms help when machines are involved:<\/p>\n      <ul>\n        <li><strong>Machine cycle time:<\/strong> the time a machine needs to complete all its operations on one piece.<\/li>\n        <li><strong>Effective machine cycle time:<\/strong> machine cycle time plus load and unload time, plus changeover time divided by the number of pieces made between changeovers. LEI&#8217;s example: a 20-second machine cycle, 30 seconds of load and unload, and a 30-second changeover spread over 30 pieces gives an effective cycle time of 51 seconds.<\/li>\n      <\/ul>\n      <p>Be careful with the word itself. Some teams, especially in offices and software, use &#8220;cycle time&#8221; to mean the total time a job takes from start to finish, which is closer to lead time as defined here. Agree the definition before you compare numbers.<\/p>\n\n      <h2 id=\"lead\">What is lead time?<\/h2>\n      <p>LEI defines production lead time (also called throughput time) as the time required for a product to move all the way through a process or a value stream from start to finish. Order lead time is longer: it adds the time spent processing the order, any wait when demand exceeds capacity, and the time to get the product to the customer, so it measures how long the customer waits.<\/p>\n      <p>Lead time includes all the waiting between steps, which is usually far longer than the work itself. LEI notes that value-creating time is usually less than cycle time, which is usually less than production lead time.<\/p>\n      <p>Little&#8217;s law links lead time to the work in process (WIP) in the system. In its operations form, average WIP equals throughput multiplied by average time in the system. Rearranged:<\/p>\n      <div class=\"ssa-formula\">\n        <p>Lead time = work in process &divide; throughput<\/p>\n      <\/div>\n      <p>This is why reducing inventory between steps shortens lead time, even when no step gets faster. A <a href=\"https:\/\/sixsigma.com.my\/training\/what-is-kanban\/\">kanban<\/a> system caps work in process for exactly this reason.<\/p>\n\n      <h2 id=\"compare\">Takt time vs cycle time vs lead time<\/h2>\n      <div class=\"ssa-tablewrap\">\n        <table class=\"ssa-table\">\n          <caption>The three times compared<\/caption>\n          <thead><tr><th scope=\"col\">&nbsp;<\/th><th scope=\"col\">Takt time<\/th><th scope=\"col\">Cycle time<\/th><th scope=\"col\">Lead time<\/th><\/tr><\/thead>\n          <tbody>\n            <tr><th scope=\"row\">Question it answers<\/th><td>How often must one unit be finished to meet demand?<\/td><td>How long does this step take for one unit?<\/td><td>How long does one unit take to pass through the whole process?<\/td><\/tr>\n            <tr><th scope=\"row\">Set by<\/th><td>The customer (demand) and the time available<\/td><td>The method, equipment and people at the step<\/td><td>The whole flow, including queues and batches<\/td><\/tr>\n            <tr><th scope=\"row\">How you get it<\/th><td>Calculate it<\/td><td>Measure it at the step<\/td><td>Measure it, or estimate it from WIP and throughput<\/td><\/tr>\n            <tr><th scope=\"row\">Formula<\/th><td>Available time &divide; demand<\/td><td>Observed time per unit<\/td><td>WIP &divide; throughput (Little&#8217;s law)<\/td><\/tr>\n            <tr><th scope=\"row\">What it tells you<\/th><td>The target pace<\/td><td>Whether a step can keep that pace<\/td><td>How long customers and cash wait<\/td><\/tr>\n          <\/tbody>\n        <\/table>\n      <\/div>\n      <p>The rule of thumb that follows: every step&#8217;s cycle time should be at or slightly below takt. A step slower than takt is a bottleneck and the line will miss demand. Steps much faster than takt usually mean idle time or overproduction.<\/p>\n\n      <h2 id=\"example\">Worked example: calculating all three<\/h2>\n      <div class=\"ssa-example\">\n        <span class=\"ssa-tag\">Illustrative example<\/span>\n        <p>An assembly line runs one 8-hour shift (480 minutes). Planned stops are two 10-minute breaks and a 10-minute start-of-shift meeting, so available time is 450 minutes, or 27,000 seconds. Customer demand is 900 units a day. The figures are invented to show the method, not a client result.<\/p>\n      <\/div>\n      <div class=\"ssa-levels\">\n        <div class=\"ssa-level\">\n          <div class=\"n l1\" aria-hidden=\"true\">1<\/div>\n          <div>\n            <h3>Calculate takt time<\/h3>\n            <p class=\"q\">27,000 seconds &divide; 900 units = 30 seconds<\/p>\n            <p>The line must finish one unit every 30 seconds to meet demand.<\/p>\n          <\/div>\n        <\/div>\n        <div class=\"ssa-level\">\n          <div class=\"n l2\" aria-hidden=\"true\">2<\/div>\n          <div>\n            <h3>Measure cycle time at each step<\/h3>\n            <p class=\"q\">22 + 34 + 18 + 27 + 15 = 116 seconds of work per unit<\/p>\n            <p>Timed on the floor, the five steps take 22, 34, 18, 27 and 15 seconds. Step 2, at 34 seconds, is slower than takt: it can finish only about 794 units in 27,000 seconds, so the line will fall short of 900 every day unless the work is rebalanced.<\/p>\n          <\/div>\n        <\/div>\n        <div class=\"ssa-level\">\n          <div class=\"n l3\" aria-hidden=\"true\">3<\/div>\n          <div>\n            <h3>Estimate lead time<\/h3>\n            <p class=\"q\">1,800 units of WIP &divide; 794 units a day = about 2.3 days<\/p>\n            <p>Counting the units waiting between steps gives 1,800 units of work in process. Little&#8217;s law uses the line&#8217;s actual output, not demand: limited by step 2, the line finishes about 794 units a day, so a unit takes about 2.3 days to pass through, although it receives only 116 seconds of work. Most of its lead time is waiting. Even after balancing to 900 a day, the same 1,800 units of WIP would still mean 2 days.<\/p>\n          <\/div>\n        <\/div>\n      <\/div>\n\n      <h2 id=\"calculator\">Takt time calculator<\/h2>\n      <p>Enter your own shift pattern and demand to get takt time. Add the measured cycle time of each step, in seconds, to see which steps are above takt and the minimum number of operators. The calculator runs in your browser; nothing you enter is stored or sent.<\/p>\n      <div class=\"ssa-calc\" id=\"ssa-calc\" style=\"border:1px solid #D5DBE6;border-radius:14px;padding:20px;margin:18px 0 26px;background:#F5F7FB\">\n        <form id=\"ssa-calc-form\" novalidate style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(240px,1fr));gap:16px 18px;margin:0;align-items:start\">\n          <div><label for=\"tc-shift\" style=\"display:block;font-weight:700;color:#1F365C;margin-bottom:4px\">Shift length (minutes)<\/label><input id=\"tc-shift\" type=\"number\" inputmode=\"decimal\" min=\"1\" step=\"any\" value=\"480\" aria-describedby=\"tc-shift-hint\" style=\"width:100%;padding:9px 10px;border:1px solid #8A94A6;border-radius:8px;font-size:16px;color:#1D2330;background:#FFFFFF\"><small id=\"tc-shift-hint\" style=\"display:block;color:#4A5468;margin-top:6px;font-size:14px;line-height:1.45\">Total length of one shift, start to finish. For example, an 8-hour shift is 480 minutes.<\/small><\/div>\n          <div><label for=\"tc-breaks\" style=\"display:block;font-weight:700;color:#1F365C;margin-bottom:4px\">Planned stops per shift (minutes)<\/label><input id=\"tc-breaks\" type=\"number\" inputmode=\"decimal\" min=\"0\" step=\"any\" value=\"30\" aria-describedby=\"tc-breaks-hint\" style=\"width:100%;padding:9px 10px;border:1px solid #8A94A6;border-radius:8px;font-size:16px;color:#1D2330;background:#FFFFFF\"><small id=\"tc-breaks-hint\" style=\"display:block;color:#4A5468;margin-top:6px;font-size:14px;line-height:1.45\">Total planned breaks, meal times and planned meetings in one shift. Do not include breakdowns or other unplanned downtime.<\/small><\/div>\n          <div><label for=\"tc-shifts\" style=\"display:block;font-weight:700;color:#1F365C;margin-bottom:4px\">Shifts per day<\/label><input id=\"tc-shifts\" type=\"number\" inputmode=\"numeric\" min=\"1\" step=\"1\" value=\"1\" aria-describedby=\"tc-shifts-hint\" style=\"width:100%;padding:9px 10px;border:1px solid #8A94A6;border-radius:8px;font-size:16px;color:#1D2330;background:#FFFFFF\"><small id=\"tc-shifts-hint\" style=\"display:block;color:#4A5468;margin-top:6px;font-size:14px;line-height:1.45\">How many shifts run this line on a normal working day. Each shift is assumed to have the same length and planned stops.<\/small><\/div>\n          <div><label for=\"tc-demand\" style=\"display:block;font-weight:700;color:#1F365C;margin-bottom:4px\">Customer demand per day (units)<\/label><input id=\"tc-demand\" type=\"number\" inputmode=\"decimal\" min=\"1\" step=\"any\" value=\"900\" aria-describedby=\"tc-demand-hint\" style=\"width:100%;padding:9px 10px;border:1px solid #8A94A6;border-radius:8px;font-size:16px;color:#1D2330;background:#FFFFFF\"><small id=\"tc-demand-hint\" style=\"display:block;color:#4A5468;margin-top:6px;font-size:14px;line-height:1.45\">Units the customer needs from this line per working day. If you plan weekly or monthly, divide that demand by the number of working days.<\/small><\/div>\n          <div style=\"grid-column:1\/-1\"><label for=\"tc-steps\" style=\"display:block;font-weight:700;color:#1F365C;margin-bottom:4px\">Measured cycle time of each step, in seconds (optional)<\/label><input id=\"tc-steps\" type=\"text\" inputmode=\"decimal\" value=\"22, 34, 18, 27, 15\" aria-describedby=\"tc-steps-hint\" style=\"width:100%;padding:9px 10px;border:1px solid #8A94A6;border-radius:8px;font-size:16px;color:#1D2330;background:#FFFFFF\"><small id=\"tc-steps-hint\" style=\"display:block;color:#4A5468;margin-top:6px;font-size:14px;line-height:1.45\">The time each step actually takes to complete one unit, timed on the floor (not taken from a routing sheet). List the steps in process order, separated by commas. Leave blank to calculate takt time only. The values shown are the worked example above.<\/small><\/div>\n          <div style=\"grid-column:1\/-1\"><button type=\"submit\" class=\"ssa-btn ssa-btn-p\" style=\"cursor:pointer;border:0\">Calculate takt time<\/button><\/div>\n        <\/form>\n        <div id=\"tc-out\" role=\"status\" aria-live=\"polite\" style=\"margin-top:18px;color:#1D2330\"><\/div>\n        <p style=\"margin:14px 0 0;font-size:14px;color:#4A5468\">The operator figure is a minimum. It assumes the work can be regrouped freely, which the limits described below often prevent.<\/p>\n      <\/div>\n      <script>\n      (function(){\n        var f=document.getElementById('ssa-calc-form'); if(!f) return;\n        var out=document.getElementById('tc-out');\n        function num(id){var v=parseFloat(String(document.getElementById(id).value).replace(',','.'));return isNaN(v)?null:v;}\n        function fmt(n,d){return n.toLocaleString('en-MY',{minimumFractionDigits:d,maximumFractionDigits:d});}\n        function esc(t){return String(t).replace(\/[&<>\"]\/g,function(c){return {'&':'&amp;','<':'&lt;','>':'&gt;','\"':'&quot;'}[c];});}\n        function err(m){out.innerHTML='<p style=\"margin:0;color:#9B1C1C;font-weight:700\">'+esc(m)+'<\/p>';}\n        f.addEventListener('submit',function(e){\n          e.preventDefault();\n          var shift=num('tc-shift'),brk=num('tc-breaks'),shifts=num('tc-shifts'),dem=num('tc-demand');\n          if(shift===null||shift<=0) return err('Enter a shift length greater than zero.');\n          if(brk===null||brk<0) return err('Enter planned stops of zero or more minutes.');\n          if(brk>=shift) return err('Planned stops must be shorter than the shift.');\n          if(shifts===null||shifts<1) return err('Enter at least one shift per day.');\n          if(dem===null||dem<=0) return err('Enter a customer demand greater than zero.');\n          var availMin=(shift-brk)*shifts, availSec=availMin*60, takt=availSec\/dem, rate=3600\/takt;\n          var html='<div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(180px,1fr));gap:12px\">'\n            +'<div style=\"background:#1F365C;color:#FFFFFF;border-radius:10px;padding:12px 14px\"><div style=\"font-size:13px;color:#FFFFFF\">Takt time<\/div><div style=\"font-size:24px;font-weight:700;color:#FFFFFF\">'+fmt(takt,1)+' seconds<\/div><\/div>'\n            +'<div style=\"background:#FFFFFF;border:1px solid #D5DBE6;border-radius:10px;padding:12px 14px\"><div style=\"font-size:13px;color:#4A5468\">Available time per day<\/div><div style=\"font-size:20px;font-weight:700;color:#1D2330\">'+fmt(availMin,0)+' min ('+fmt(availSec,0)+' s)<\/div><\/div>'\n            +'<div style=\"background:#FFFFFF;border:1px solid #D5DBE6;border-radius:10px;padding:12px 14px\"><div style=\"font-size:13px;color:#4A5468\">Required output<\/div><div style=\"font-size:20px;font-weight:700;color:#1D2330\">'+fmt(rate,1)+' units per working hour<\/div><\/div>'\n            +'<\/div>';\n          var raw=document.getElementById('tc-steps').value.trim(), steps=[], bad=false, nOver=0, ops=null;\n          if(raw){raw.split(\/[,;\\s]+\/).forEach(function(t){if(!t)return;var v=parseFloat(t);if(isNaN(v)||v<=0)bad=true;else steps.push(v);});}\n          if(bad){html+='<p style=\"margin:14px 0 0;color:#9B1C1C;font-weight:700\">Some step times could not be read. Use positive numbers in seconds, separated by commas.<\/p>';}\n          else if(steps.length){\n            var sum=0,max=0,rows='';\n            steps.forEach(function(v,i){sum+=v;if(v>max)max=v;var over=v>takt;if(over)nOver++;\n              rows+='<tr><th scope=\"row\" style=\"text-align:left;padding:6px 10px;border-top:1px solid #D5DBE6;white-space:nowrap\">Step '+(i+1)+'<\/th><td style=\"padding:6px 10px;border-top:1px solid #D5DBE6\">'+fmt(v,1)+' s: <span style=\"font-weight:700;color:'+(over?'#9B1C1C':'#17643A')+'\">'+(over?'above takt by '+fmt(v-takt,1)+' s':'at or below takt')+'<\/span><\/td><\/tr>';});\n            ops=Math.ceil(sum\/takt-1e-9);\n            var lineOut=availSec\/max;\n            html+='<div class=\"ssa-tablewrap\" style=\"margin-top:14px\"><table class=\"ssa-table\" style=\"min-width:0;width:100%;border-collapse:collapse;background:#FFFFFF\"><caption style=\"text-align:left;font-weight:700;color:#1F365C;padding:4px 0 8px\">Your steps against takt<\/caption><thead><tr><th scope=\"col\" style=\"text-align:left;padding:6px 10px\">Step<\/th><th scope=\"col\" style=\"text-align:left;padding:6px 10px\">Cycle time against takt<\/th><\/tr><\/thead><tbody>'+rows+'<\/tbody><\/table><\/div>'\n              +'<ul style=\"margin:14px 0 0\">'\n              +'<li>Total work content: <b>'+fmt(sum,1)+' seconds<\/b> per unit.<\/li>'\n              +'<li>Minimum operators: '+fmt(sum,1)+' &divide; '+fmt(takt,1)+' = '+fmt(sum\/takt,2)+', rounded up to <b>'+ops+'<\/b>.<\/li>'\n              +'<li>'+(nOver?('The slowest step ('+fmt(max,1)+' s) limits the line to about <b>'+fmt(Math.floor(lineOut),0)+' units a day<\/b> against demand of '+fmt(dem,0)+'. Rebalance or improve '+(nOver>1?'the steps':'the step')+' above takt.'):'Every step is at or below takt. Steps very close to takt leave little room for normal variation.')+'<\/li>'\n              +'<\/ul>';\n          }\n          out.innerHTML=html;\n          if(typeof window.gtag==='function'){try{window.gtag('event','calc_used',{calc_name:'takt_time',takt_seconds:Math.round(takt*10)\/10,steps_entered:steps.length,steps_over_takt:nOver});}catch(x){}}\n        });\n        var cta=document.querySelectorAll('.ssa-cta a, .ssa-toc-cta a');\n        for(var i=0;i<cta.length;i++){cta[i].addEventListener('click',function(){if(typeof window.gtag==='function'){try{window.gtag('event','calc_cta_click',{calc_name:'takt_time',link_url:this.href});}catch(x){}}});}\n      })();\n      <\/script>\n\n      <h2 id=\"balance\">How do you use takt time to balance a line?<\/h2>\n      <p>An operator balance chart shows each operator's work content as a bar next to a line drawn at takt time. LEI describes the aim as distributing the work so that each operator's load is very nearly equal to, but slightly less than, takt time, which keeps the number of operators to the minimum.<\/p>\n      <figure class=\"ssa-fig\">\n        <img src=\"https:\/\/sixsigma.com.my\/training\/wp-content\/uploads\/2026\/10\/takt-time-operator-balance-chart.webp\" width=\"1200\" height=\"675\" loading=\"lazy\" decoding=\"async\" alt=\"Operator balance chart for the worked example. Before: five steps of 22, 34, 18, 27 and 15 seconds against a 30-second takt line, with step 2 above takt. After rebalancing: four operators each loaded at 29 seconds, just under the 30-second takt line\" style=\"width:100%;height:auto;display:block;border-radius:12px\">\n        <figcaption>Illustrative example: the same 116 seconds of work, before and after balancing to a 30-second takt time.<\/figcaption>\n      <\/figure>\n      <p>In the example, a first estimate of the operators needed is the total work content divided by takt time, rounded up: 116 &divide; 30 = 3.9, so 4 operators. The work elements are then regrouped so that each operator carries about 29 seconds, which means splitting the work inside steps rather than keeping the original step boundaries. The bottleneck disappears and nobody is loaded above takt.<\/p>\n      <p>Some manufacturers plan to a target cycle time a little below takt to allow for losses. For example, a Rolls-Royce guide on manning calculates target cycle time as takt multiplied by overall equipment effectiveness (OEE), and required manning as total basic time divided by that target cycle time. Whichever convention you use, write it down so everyone compares against the same number.<\/p>\n      <h3>Speed up the bottleneck, not the fast steps<\/h3>\n      <p>A line cannot finish units faster than its slowest step. In the example, step 2 at 34 seconds limits output to about 794 units a day. Cutting step 1 from 22 to 18 seconds would not add a single unit: step 1 would sit idle for longer, or build more inventory in front of step 2, which lengthens lead time. Spend improvement effort on the steps that are above takt, or closest to it, first.<\/p>\n      <h3>Why plan below takt: variation<\/h3>\n      <p>Measured cycle times vary from unit to unit. If a step's average cycle time equals takt, it will run slower than takt on some units, so work piles up in front of it and the line loses output it cannot easily recover. Queueing theory explains why: Kingman's formula estimates that the waiting time in front of a process grows with the variation in arrivals and processing times, and rises without limit as the process approaches 100% utilisation. Line balancing research makes the same point: variable task times can push station times past the cycle time. This is one reason to balance to a target a little below takt. The Rolls-Royce convention above sets that margin to allow for OEE losses (availability, performance and quality); a margin below takt also gives room for normal variation. Reducing the variation itself, through stable methods and standard work, lets you run closer to takt.<\/p>\n      <h3>Limits on regrouping the work<\/h3>\n      <p>The 4-operator answer assumes the work elements can be regrouped freely. On a real line they often cannot. Line balancing research names common limits: precedence relations (some tasks must be finished before others can start), tasks that need particular equipment or worker skills, and zoning restrictions on which tasks may share a station. The same Rolls-Royce guide adds practical rules: establish the order of the work by working backwards from the final operation, group work by machine or area where necessary (the guide gives this for non-cyclic work), match assignments to the skill each task needs, and let any partial loading fall on the last operator. Treat work content divided by takt as the minimum. If a fixed sequence, a machine or a skill requirement stops a clean split, you may need one more operator than the minimum, or a change to the method or layout to reach it.<\/p>\n      <p>Two more uses of takt are worth knowing:<\/p>\n      <ul>\n        <li><strong>Pitch:<\/strong> takt time multiplied by the pack-out quantity. LEI's example is a 1-minute takt and 20 pieces per container, giving a pitch of 20 minutes: the time needed to make one container of products.<\/li>\n        <li><strong>Value stream mapping:<\/strong> a current-state map records cycle time at each process and lead time across the stream, and the future state is designed around takt.<\/li>\n      <\/ul>\n\n      <h2 id=\"malaysia\">Planning takt time in Malaysia<\/h2>\n      <p>Available time depends on how many hours people can work. Under the Employment Act 1955 as amended in 2022, the Department of Labour Peninsular Malaysia (JTKSM) summarises maximum working hours in Peninsular Malaysia as 45 hours a week, in force from 1 January 2023. Sabah and Sarawak have their own labour ordinances. When you plan takt for a five- or six-day week, start from the normal hours your shifts are built on. Do not count overtime as available time: if the line needs overtime to meet demand every week, the capacity plan is short and the overtime is hiding it.<\/p>\n      <p>Recalculate takt whenever demand or the shift pattern changes. A customer forecast change, a second shift or a festive-season shutdown all move takt, and the line balance must follow.<\/p>\n      <p>MBizM Sdn. Bhd. is a registered HRD Corp training provider. Our Value Stream Mapping for Manufacturing course, which covers customer value and takt time and the value stream metrics of value-added time and lead time, is listed as HRD Corp claimable, subject to your employer's HRD Corp registration.<\/p>\n\n      <h2 id=\"mistakes\">Common mistakes<\/h2>\n      <ol class=\"ssa-mistakes\">\n        <li><div><b>Treating takt as a speed target for people.<\/b>Takt is the customer's pace. If a step cannot meet it, fix the method or the balance. Pushing people to work faster does not fix it.<\/div><\/li>\n        <li><div><b>Subtracting unplanned downtime from available time.<\/b>It shortens takt and builds the losses into the plan, so they stop looking like problems. Subtract only planned stops.<\/div><\/li>\n        <li><div><b>Using standard times instead of measured cycle times.<\/b>Routing-sheet times are often out of date. Time the real work over several cycles.<\/div><\/li>\n        <li><div><b>Confusing cycle time with lead time.<\/b>A line can have every step under takt and still have a lead time of days, because of the inventory waiting between steps.<\/div><\/li>\n        <li><div><b>Not recalculating when demand changes.<\/b>A takt time set last year for last year's demand balances the line to the wrong target.<\/div><\/li>\n        <li><div><b>Balancing every operator to exactly takt.<\/b>With normal variation in cycle times, a line loaded to 100% of takt will miss demand on some days. Balance to a target a little below takt.<\/div><\/li>\n      <\/ol>\n\n      <h2 id=\"faq\">FAQ<\/h2>\n      <div class=\"ssa-faq\">\n        <details open><summary>What is the formula for takt time?<\/summary><div class=\"a\"><p>Takt time equals available production time divided by customer demand for the same period. For example, 27,000 seconds of available time and demand of 900 units give a takt time of 30 seconds.<\/p><\/div><\/details>\n        <details><summary>What is the difference between takt time and cycle time?<\/summary><div class=\"a\"><p>Takt time is calculated from customer demand and tells you how often one unit must be finished. Cycle time is measured at a step and tells you how long that step actually takes. Each step's cycle time should be at or slightly below takt.<\/p><\/div><\/details>\n        <details><summary>What is the difference between lead time and cycle time?<\/summary><div class=\"a\"><p>Cycle time is the time one step takes to complete one unit. Lead time is the time one unit takes to pass through the whole process, including all the waiting between steps, so it is usually much longer than the sum of the cycle times.<\/p><\/div><\/details>\n        <details><summary>What happens if cycle time is longer than takt time?<\/summary><div class=\"a\"><p>That step is a bottleneck: it cannot keep up with demand, so the line falls short or needs overtime. Rebalance the work across operators, remove waste from the step, or add capacity at that step.<\/p><\/div><\/details>\n        <details><summary>How do you calculate the number of operators from takt time?<\/summary><div class=\"a\"><p>A first estimate is the total work content per unit divided by takt time, rounded up. With 116 seconds of work and a 30-second takt, you need 4 operators. Then regroup the work so each operator is loaded just below takt.<\/p><\/div><\/details>\n      <\/div>\n      <!-- [06] TAKEAWAY + HAND-OFF -->\n      <h2 id=\"takeaway\">Key takeaway<\/h2>\n      <div class=\"ssa-takeaway\">\n        <p style=\"margin:0 0 14px\"><b>Takt time<\/b> is the customer's pace: available time divided by demand. Calculate it, and recalculate it when demand changes.<\/p>\n        <p style=\"margin:0 0 14px\"><b>Cycle time<\/b> is what each step really takes. Measure it, and keep every step at or just below takt.<\/p>\n        <p style=\"margin:0\"><b>Lead time<\/b> is the whole journey, mostly waiting. Cut work in process to shorten it.<\/p>\n      <\/div>\n      <section class=\"ssa-cta\" aria-labelledby=\"ssa-cta-h\">\n        <p class=\"ssa-eyebrow\">Lean training in Malaysia<\/p>\n        <h2 id=\"ssa-cta-h\">Learn to design flow around takt time<\/h2>\n        <p>Our Lean programmes are practical, tool-focused workshops. Value Stream Mapping for Manufacturing (2 days, HRD Corp claimable) covers takt time, value-added time and lead time, with simulation workshops. Courses run as public classes or in-house.<\/p>\n        <div class=\"row\">\n          <a class=\"ssa-btn ssa-btn-light\" href=\"https:\/\/sixsigma.com.my\/training\/product-category\/lean-programmes\/\">See Lean programmes<\/a>\n          <a class=\"ssa-btn ssa-btn-ghost\" href=\"https:\/\/sixsigma.com.my\/training\/product\/value-stream-mapping-manufacturing-vsm\/\">Value Stream Mapping course<\/a>\n        <\/div>\n        <p class=\"ssa-consult\">Training a whole line or plant team? See <a href=\"https:\/\/sixsigma.com.my\/training\/in-house-lean-six-sigma-training\/\">in-house training<\/a>. Need help redesigning a line? See <a href=\"https:\/\/www.mbizm.com\/lean-six-sigma-consulting-malaysia\/\">Lean Six Sigma consulting<\/a>.<\/p>\n      <\/section>\n      <!-- [07] RELATED -->\n      <h2 id=\"related\" class=\"ssa-sr\">Related reading<\/h2>\n      <div class=\"ssa-related\">\n        <a class=\"ssa-rel\" href=\"https:\/\/sixsigma.com.my\/training\/what-is-kanban\/\"><small>Lean tool<\/small><b>What is kanban<\/b><span>Cap work in process and shorten lead time.<\/span><\/a>\n        <a class=\"ssa-rel\" href=\"https:\/\/sixsigma.com.my\/training\/gemba-walk\/\"><small>Lean practice<\/small><b>Gemba walk<\/b><span>Go to the line to see the real cycle times and the waiting.<\/span><\/a>\n        <a class=\"ssa-rel\" href=\"https:\/\/sixsigma.com.my\/training\/daily-dose-of-lean-six-sigma-5s-edition\/\"><small>Lean tool<\/small><b>What is 5S<\/b><span>Organise the workplace so steps run to a stable cycle time.<\/span><\/a>\n      <\/div>\n      <!-- [08] SOURCES -->\n      <h2 id=\"sources\">Sources<\/h2>\n      <ol class=\"ssa-sources\">\n        <li>Lean Enterprise Institute. <a href=\"https:\/\/www.lean.org\/lexicon-terms\/takt-time\/\">Takt time<\/a> (Lean lexicon). Accessed 19 October 2026.<\/li>\n        <li>Lean Enterprise Institute. <a href=\"https:\/\/www.lean.org\/lexicon-terms\/cycle-time\/\">Cycle time<\/a> (Lean lexicon; includes machine cycle time, effective machine cycle time and production lead time). Accessed 19 October 2026.<\/li>\n        <li>Lean Enterprise Institute. <a href=\"https:\/\/www.lean.org\/lexicon-terms\/operator-balance-chart\/\">Operator balance chart<\/a> (Lean lexicon). Accessed 19 October 2026.<\/li>\n        <li>Lean Enterprise Institute. <a href=\"https:\/\/www.lean.org\/lexicon-terms\/pitch\/\">Pitch<\/a> (Lean lexicon). Accessed 19 October 2026.<\/li>\n        <li>Little, J. D. C. (2011). Little's law as viewed on its 50th anniversary. <em>Operations Research<\/em>, 59(3), 536 to 549. <a href=\"https:\/\/projectproduction.org\/journal\/reprint-littles-law-as-viewed-on-its-50th-anniversary\/\">Reprint<\/a>, Project Production Institute.<\/li>\n        <li>Rolls-Royce (2020). <a href=\"https:\/\/www.rolls-royce.com\/~\/media\/Files\/R\/Rolls-Royce\/documents\/sustainability\/value-chain-competitiveness\/17-vcc-how-to-optimal-manning-configuration-v2.pdf\">How to determine optimal manning configuration<\/a>, version 2. Value Chain Competitiveness.<\/li>\n        <li>Jabatan Tenaga Kerja Semenanjung Malaysia (JTKSM). <a href=\"https:\/\/jtksm.gov.my\/sites\/default\/files\/2023-02\/Employment%20Act%20(Amendment)%202022%20.pdf\">Employment Act (Amendment) 2022<\/a> summary. Accessed 19 October 2026.<\/li>\n        <li>Kriengkorakot, N. and Pianthong, N. (2007). <a href=\"https:\/\/ph01.tci-thaijo.org\/index.php\/easr\/article\/view\/1808\">The assembly line balancing problem: review articles<\/a>. <em>Engineering and Applied Science Research<\/em>, 34(2), 133 to 140.<\/li>\n        <li>Roser, C. <a href=\"https:\/\/www.allaboutlean.com\/de\/the-kingman-formula-variation-utilization-and-lead-time\/\">The Kingman formula: variation, utilization and lead time<\/a>. AllAboutLean. Accessed 20 October 2026. Original: Kingman, J. F. C. (1961). The single server queue in heavy traffic. <em>Mathematical Proceedings of the Cambridge Philosophical Society<\/em>, 57(4), 902.<\/li>\n      <\/ol>\n      <div class=\"ssa-byline\">\n        <div class=\"mk\" aria-hidden=\"true\">MBizM<\/div>\n        <p><strong>MBizM Sdn. Bhd.<\/strong> runs Lean Six Sigma training, certification and in-house programmes across Malaysia through sixsigma.com.my. This article explains a public method; the example is illustrative, not a client result.<\/p>\n      <\/div>\n    <\/article>\n  <\/div>\n<\/div>\n<script type=\"application\/ld+json\">{\"@context\": \"https:\/\/schema.org\", \"@type\": \"FAQPage\", \"@id\": \"https:\/\/sixsigma.com.my\/training\/takt-time\/#faq\", \"mainEntity\": [{\"@type\": \"Question\", \"name\": \"What is the formula for takt time?\", \"acceptedAnswer\": {\"@type\": \"Answer\", \"text\": \"Takt time equals available production time divided by customer demand for the same period. For example, 27,000 seconds of available time and demand of 900 units give a takt time of 30 seconds.\"}}, {\"@type\": \"Question\", \"name\": \"What is the difference between takt time and cycle time?\", \"acceptedAnswer\": {\"@type\": \"Answer\", \"text\": \"Takt time is calculated from customer demand and tells you how often one unit must be finished. Cycle time is measured at a step and tells you how long that step actually takes. 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