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	<title>Электронный научно-практический журнал «Современные научные исследования и инновации» &#187; lean</title>
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		<title>Value stream as the object of cost accounting for lean enterprise</title>
		<link>https://web.snauka.ru/en/issues/2013/02/22371</link>
		<comments>https://web.snauka.ru/en/issues/2013/02/22371#comments</comments>
		<pubDate>Thu, 21 Feb 2013 11:11:07 +0000</pubDate>
		<dc:creator>Lilia Shaydullina</dc:creator>
				<category><![CDATA[08.00.00 Economics]]></category>
		<category><![CDATA[average costs]]></category>
		<category><![CDATA[cost accounting]]></category>
		<category><![CDATA[cost control]]></category>
		<category><![CDATA[lean]]></category>
		<category><![CDATA[overhead costs]]></category>
		<category><![CDATA[the total cost of stream]]></category>
		<category><![CDATA[the value stream]]></category>
		<category><![CDATA[value stream map]]></category>
		<category><![CDATA[бережливое производство]]></category>
		<category><![CDATA[карта потока создания ценности]]></category>
		<category><![CDATA[накладные затраты]]></category>
		<category><![CDATA[общие затраты потока.]]></category>
		<category><![CDATA[поток создания ценности]]></category>
		<category><![CDATA[средние затраты]]></category>
		<category><![CDATA[управление затратами]]></category>
		<category><![CDATA[учет затрат]]></category>

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		<title>Kaizen in the quality management system</title>
		<link>https://web.snauka.ru/en/issues/2021/02/94583</link>
		<comments>https://web.snauka.ru/en/issues/2021/02/94583#comments</comments>
		<pubDate>Sun, 21 Feb 2021 07:33:04 +0000</pubDate>
		<dc:creator>Рахымжан Жанна Омаркызы</dc:creator>
				<category><![CDATA[05.00.00 Technical sciences]]></category>
		<category><![CDATA[5S]]></category>
		<category><![CDATA[6 Sigma]]></category>
		<category><![CDATA[Kaizen]]></category>
		<category><![CDATA[lean]]></category>
		<category><![CDATA[sustainable development]]></category>
		<category><![CDATA[sustainable success]]></category>
		<category><![CDATA[TQM]]></category>
		<category><![CDATA[ИСО 9001]]></category>

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		<description><![CDATA[The Kaizen method is not new, much less modern. The world learned about the Kaizen method from Masaaki Imai&#8217;s book &#8220;Kaizen: The Japanese Secret to Successful Competition&#8221;, published back in 1986. In Kazakhstan, Kaizen has been implemented with varying degrees of success for at least ten years. At present, the main ideas and methods of [...]]]></description>
			<content:encoded><![CDATA[<p>The Kaizen method is not new, much less modern. The world learned about the Kaizen method from Masaaki Imai&#8217;s book &#8220;Kaizen: The Japanese Secret to Successful Competition&#8221;, published back in 1986. In Kazakhstan, Kaizen has been implemented with varying degrees of success for at least ten years. At present, the main ideas and methods of Kaizen are widely known and are essentially classical. There is a large amount of literature by different authors on Kaizen available for sale.</p>
<p>As a result of Japan&#8217;s sluggish economic development over the past 20 years, the country has lost its superpower status, giving China second place in terms of GDP. Kaizen, which has become a classic, did not help Japan to at least maintain its previously achieved economic position in the world. Therefore, there have been attempts to reanimate Kaizen, for example, by combining it with another well-known &#8220;Six Sigma&#8221; method (see Figure 1).[1]</p>
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" alt="" /></p>
<p style="text-align: center;"><img class="aligncenter size-full wp-image-94669" title="ris1" src="https://web.snauka.ru/wp-content/uploads/2021/02/ris12.png" alt="" width="608" height="315" /></p>
<p style="text-align: center;">Figure 1. Integration of quality management systems and methods</p>
<p>(SPC-Statistical Process Control, BPR-Reengineering, TQM-Universal Quality Management, JIT-Just in Time, Lean-Lean Manufacturing, IMS-Integrated Management System, BSC-Balanced Scorecard)</p>
<p>Although there are some attempts to present Kaizen in the form of a complete system – as a philosophy that is implemented in concrete actions, but, nevertheless, all this looks like an archaic set of techniques and wisdom, as if taken from Eastern martial arts. It is no accident that another well-known &#8220;Six Sigma&#8221; method, developed under the impression of Kaizen, directly uses terminology from karate, for example, &#8220;black belts&#8221;. Therefore, Kaizen should not be considered as an original management system, but as a methodology or program, for example, implemented within the framework of quality management programs.</p>
<p>For example, Kaizen can be very useful in quality management systems based on the international standard ISO 9001. As you know, this standard has become extremely popular all over the world (more than a million companies have implemented it) and has survived several reissues. Considering that the requirement of the ISO 9001 standard for continuous improvement causes the greatest difficulties for users, the choice of Kaizen as an improvement tool can be a good solution. And this is not accidental, since from the Japanese language &#8220;Kaizen&#8221; can be translated as &#8220;constant improvement&#8221;.[2]</p>
<p>In particular, for start-up organizations, the Kaizen tool 5S, also called the ordering method, can be very useful. Visible improvements can be achieved through the enforcement of regulations in the workplace. This is also required by the ISO 9001 standard. The order in the workplace allows you to reduce the level of defects, the number of incidents, the loss of time, raw materials, etc., as well as increase manageability. The main advantage of 5S is that it provides a foundation for creating work discipline and involving all employees in improvement programs. The 5R (5K) practice can help with ordering: Red box (Red box), Red label (Red tag), Red button (Red button), Red line (Red line), and Red light (Red lamp). These 5R tools allow you to visualize problems. The red box is filled with defective products, which are then studied and searched for the causes of problems. A red tag is attached to the waste, so that it can then be disposed of. Red button for cases of marriage in order to stop the process and prevent further marriage. The red line drawn diagonally on the items allows you to determine their correct location or shortage. Finally, the red light should indicate that a problem has occurred and that the process needs to be stopped in order to find the cause of the problem and perform corrective actions.[2]</p>
<p>Another Kaizen tool, the PDCA cycle (&#8220;Planning – Execution-Verification-Improvement Actions&#8221;), is also available in ISO 9001 and can be applied to almost any activity. The essence of this tool is in continuous sequential execution stages, from planning to execution scheduled from further verify the effectiveness and problems of implementation plans to implement improvements through the elimination of the causes of the identified problems. It is assumed that the execution of the PDCA loop never stops, as there will always be problems.</p>
<p>The most difficult part in the PDCA cycle is identifying the causes of the problems that have occurred. For this purpose, Kaizen suggests using the 5W and 5M methods. The 5W method got its name from the capital letters of the interrogative prepositions of the English language: What? (What?), Who? (Who?), When? (When?), Where? (Where?), Why? (Why?). Sometimes it is suggested to add another preposition: How? (How?). It is assumed that by asking these questions sequentially about five times, you can get to the true cause of the problem. The other 5M method gets its name from the 5 (five) supposed sources of problems: Machine (Equipment), Men (People), Material (Raw Materials), Method (Method), Measurement (Measurement). It is necessary to consistently analyze all the components of the 5M, then almost all possible sources of the causes of problems will be considered.[3]</p>
<p>Neither the PDCA cycle, the 5S method, nor any other improvement method can be implemented without the involvement of all employees. Therefore, Kaizen, like ISO 9001, requires employees to be organized into improvement teams, such as Kaizen teams, quality circles, or quality working groups. At the set time, team members gather specifically to find solutions to problems or issues in the field of quality. As a result, recommendations and suggestions are developed for senior management regarding the issues of improving the organization&#8217;s performance.</p>
<p>Kaizen, ISO 9001, and Six Sigma involve extensive use of the toolkit to implement continuous improvement programs. Start-up organizations are encouraged to first implement seven simple quality tools:</p>
<p>• A control chart (Shewhart);</p>
<p>* Histogram;</p>
<p>• Pareto diagram;</p>
<p>* Cause and effect diagram;</p>
<p>• Checklist;</p>
<p>• Flowchart of the process;</p>
<p>* Scatter plot.</p>
<p>Sometimes seven new quality tools are added to these seven simple quality tools:</p>
<p>• Affinity diagram;</p>
<p>• Relationship diagram;</p>
<p>* Tree diagram;</p>
<p>* Matrix diagram;</p>
<p>• L-shaped matrix;</p>
<p>* Arrow diagram;</p>
<p>* Graph of the decision-making program.</p>
<p>It should be noted that today there are hundreds of quality tools that are used with varying success in practice. Therefore, simple tools are more interesting for organizations that are taking the first steps to implement quality management systems.</p>
<p>The peak of Kaizen is considered to be the methods of JIT (just in time) and Lean (lean production). In essence, we are not dealing with two, but with one method of lean production, the highlight of which is to exclude any stocks both inside and outside the production cycle. The achievement of this goal is hindered by both an undeveloped supply chain and unoptimized business processes. The most difficult part of lean manufacturing relates to the organization of timely and accurate deliveries, which is associated with the existing irrational logistics system. But unoptimized business processes within an organization are completely related to the lack of knowledge and skills in process management.[3]</p>
<p>To optimize business processes, summarizing the achieved experience in optimizing business processes in Kaizen, the author of this article proposed the method &#8220;5B&#8221; (see the Journal Success No. 3(41), March-April 2008, 18-20 p.), named by him so by analogy with the above methods of 5M, 5S, 5W and so on. The essence of this method is to consistently solve 5(five) of the following main tasks::</p>
<p>To identify processes. You need to define the business processes that are required to achieve the organization&#8217;s goals. This definition includes design, planning, responsibility allocation, and process assurance.</p>
<p>Pull processes. It is necessary to ensure that business processes always meet the goals of the organization through effective dissemination of information. The usual problem: substitution of goals. For example, when an organization pursues other goals instead of meeting customer requirements, most often short-term financial benefits. Put process management in the hands of consumers!</p>
<p>Align the processes. As a rule, the process elements are not consistent with each other, usually in terms of performance. This causes unevenness, delays, inventory, product spoilage, and many other losses. Ensure the flexibility of the processes so that the processes can meet any changes in requirements!</p>
<p>Squeeze out processes. As a rule, business processes and their environment contain a lot of things that do not add value to the products produced. Extra traffic, extra equipment, extra people, garbage, supplies, etc. constantly create problems. Eliminate all unnecessary things, for example, using the well-known method 5S.</p>
<p>Clean up the processes. Any business processes are subject to risks associated with external and internal influences. These can be uneven and / or unreliable supplies, unreliable and incompetent employees, unreliable and inappropriate equipment, safety and environmental issues, and so on. To ensure that the processes are stable, regularly identify and eliminate the causes that cause the variability (instability) of the processes![3]</p>
<p>It is very important to follow the sequence of solving problems &#8220;5B&#8221;. If, for example, you immediately start solving the last problem, then the variability of the process will be enormous! The reason is that business processes that have not undergone initial optimization (pulling, leveling, and squeezing) are extremely variable in their status.</p>
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