Unit 1: General information
GoalsClick to read ![](./images/book.png)
Initiative and work motivation
With the help of quality circles, your employees work voluntarily and together to improve your company. Quality circles promote initiative and work motivation.
Assessing performance of team members
You will learn how to assess the performance of your employees.
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Increasing work performance
You will learn how to correctly criticising and praising your employess. These are important tasks of a manager.
How to perform a quality circle
You will learn the roles and the steps on how to perform a quality circle to improve you leading skills.
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ContentsClick to read ![](./images/book.png)
Unit 1 - A
The quality circle and its rules
Unit 2 - B
The 4 roles and the process of a quality circle
Unit 3 - C
Increasing work performance thorugh motivated employees
Unit 4 - D
How to assess performance of team members correctly
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IntroductionClick to read ![](./images/book.png)
How your employees improve quality in your company
As a leader, it is not always possible for you to see into the smallest corners of your company. You are dependent on the help of your employees when it comes to uncovering weaknesses and improving them in a meaningful way.
One instrument to improve the quality of your company is a so-called quality circle. In contrast to simple meetings or working groups, the clear objective here is to bring about positive changes in your company. It is important that participation is absolutely voluntary. Voluntariness creates motivation and leads to a tangible result.
In the long run, your quality improvement will become a self-runner if everyone involved participates in the quality circles with a positive attitude and supports this form of cooperation.
Ultimately, everyone is then jointly responsible for the success of your company!
Unit 2: Quality circle: goals and rules
The goals of the quality circleClick to read ![](./images/book.png)
- Improving productivity in the work area
- Eliminating errors in production
- Ensuring quality in production
- Finding out new attitudes and behaviours
- Developing more self-esteem and social competence
- Improving group dynamic processes
More information about the quality circle you can find here:
https://study.com/academy/lesson/quality-circle-definition-process.html#quiz-course-links
The quality circle and its rulesClick to read ![](./images/book.png)
The quality circle originated in Japan and is a form of teamwork. Teams have the task of increasing the quality of processes and products in the company. In addition, the performance potential is better utilised and the working atmosphere is improved. In the defined working circles, each employee contributes his or her knowledge and experience.
For a quality circle there are 5 rules to follow in order to structure the group work:
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)
Adherence to these rules ensures that teamwork does not turn into a coffee break but into constructive cooperation.
Unit 3: The quality circle: roles and process
The 4 roles of a quality circleClick to read ![](./images/book.png)
In a quality circle there are 4 roles with defined tasks. The staff members in the quality circle belong either to a project group or to the quality circle team.
Coordination is particularly important in a quality circle. Therefore, the roles form controlling and coordinating instances. The precise distribution of tasks encourages active participation.
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)
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Find more about how to do your own quality circle below
The process of a quality circleClick to read ![](./images/book.png)
A quality circle can be divided into 12 steps. At each step, the tasks are distributed to the members within the project groups.
Step 1
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Step 2 |
Step 3
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Step 4 |
Carrying out a weak point analysis and determine the actual task
üGenerate a list of problem using Brainstorming
üPrioritise problems using A, B, C analysis
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Identifying and assigning the environment, causes, customers and suppliers
üPareto Analysis or Rating based on past data
üRegister the selected problem with coordinator
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Definition of weak points, necessary work steps and goals, which determines the desired outcome of the quality circle.
ü Flow diagram
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(Now the actual work of project groups begins)
The project groups are each assigned an identified weak point and analyse the problem and its causes.
ü Data collection
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Step 5
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Step 6 |
Step 7 |
Step 8 |
The analysis is presented and possible solutions are developed.
üBrainstorming
üCause Effect Diagram
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The causes and solutions are presented to the QC team with a corresponding evaluation
ü Data collection
üComparision
üDiscussion
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The problem is tackled concretely. Necessary staff and material resources are estimated and cost-benefit analyses are carried out
üBar, pie, areal graph, histogram, stratification, scatters diagram
•Why-Why analysis
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An implementation plan is drawn up and distribution of the tasks for implementation by the support of the mentor and the QC team
ü Brainstorming
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Step 9
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Step 10 |
Step 11
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Step 12 |
the solutions developed must be implemented and documented. The implementation plan may have to be successively adapted
ü Brainstorming
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After the solutions have been implemented, the team analyses the results and documents the successes and failures
ü Data collection
üAnalysis
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Successful implementations can be firmly integrated into company processess
ü Key figure surveys
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The project is concluded in the form of a final report. This will take stock of the quality district and document the experiences from the project groups
ü Reporting
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Unit 4: How to increase work performance
How to increase work performance through motivated employeesClick to read ![](./images/book.png)
Many managers are of the opinion that if they do not give criticism, that would be sufficient as positive appreciation. But your employees need concrete feedback, otherwise they don't know how to classify themselves and their work. However, the right and appropriate feedback not only leads to more security, but also increases the motivation of your employees.
Lack of recognition is one of the most common reasons that dissatisfied employees complain about. The respective superiors are often even very satisfied with the work performance, they just don't comment on it. Correctly criticising and praising are important tasks of a manager.
1. Be authentic
Simply patting yourself on the back on a regular basis leads to the praised employee no longer even registering the positively meant statement. You should also not obsessively look for a small thing to praise or criticise. The most important prerequisite for effective praise is your own conviction of positive performance.
2. Rethink your standards
If you are a person who has very high standards of performance, the first recommendation may mean that you never really get into the situation of seeing a performance as positive. In this case, you should bear in mind that your standard is not the measure of all things and that you should definitely use lower standards when evaluating your employees. You also cannot judge all employees according to the same criteria.
3. Analyse the performance of your employees regularly
In order to be able to praise or criticise your employees in a targeted manner, you need to keep a close eye on their performance. In the case of a mistake, you can usually feel the effect on your own, but positive performance is often much more difficult to recognise. At the end of the day or at the end of the week, look back and ask yourself: Did the respective employee perform above his or her usual level?
4. Match the praise to the performance
Praise is only effective if it is appropriate and individual. It is not so much how much the performance affects the company that counts, but how high the employee's commitment was. If an employee repeatedly fills in for his colleagues, this does not necessarily improve the overall performance, and yet this is certainly a reason for a special praise.
5. Praise consistently good performance
While it is generally true that praise should only be given for more or less outstanding performance, you must be very deliberate in doing so. There are employees who are very reliable and perform consistently well. You must also recognise this and praise them regularly.
Find below 5 recommendations on how to motivate your employees!
Unit 5: How to increase work performance through motivated employees
How to increase work performance through motivated employeesClick to read ![](./images/book.png)
As a manager, you have to assess the performance of your employees at certain points in time. The quality of your appraisal stands and falls with both your observation and the conduct of the appraisal interview. Divide your performance appraisal into 3 phases to achieve a fairer and standardised appraisal.
Do not set your assessments in a rush, e.g. shortly after the end of a completed improvement project. Experience shows that performance appraisal interviews then turn out to be very superficial. There is a great danger that personal and emotional aspects make an objective judgement impossible. The result: dissatisfaction among the employees concerned and a decline in performance in the next project.
3 steps for a correct and fair employee appraisal:
Observe
V
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Keep written notes well in advance of the appraisal, e.g. during an improvement project, in order to evaluate the performance and behaviour of your employees as systematically as possible and to be able to prove it during the appraisal interview. Use the notes, for example, to refer to the "reliability", the "work commitment", the "work behaviour in different work situations", the "cooperation" or the like of your employees. of your employees. In this way, you avoid that your assessment is only based on impressions shortly before your appraisal interview.
Keep a small notebook for your notes, which you always carry with you. In the best case, you can refer to concrete facts for your assessment. Therefore, always document these events as soon as possible.
PRACTICE TIP: Be careful how you handle these written notes.
Be careful how you handle these written notes; avoid destroying the trustful cooperation. Under no circumstances should your staff get the feeling that you are "keeping files" on them.
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Assess
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Look at your notes carefully before the appraisal interview so that you do not have to refer to them during the interview. Note: It is not evidence you are keeping, but your personal memory aid for a fairer appraisal of your employees.
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Talk through
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Always discuss the appraisal with the respective employee and record the result of the discussion. So that your employee is not blindsided at some point when he or she receives an assessment that does not seem comprehensible to him or her, you should talk openly about it with him or her. This discussion will also serve to plan your future staff deployment for improvement projects. Ask yourself:
ü"How can I promote my employee better?"
ü"How does he envisage eliminating his weaknesses?
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Criteria for an employee appraisalClick to read ![](./images/book.png)
Criteria for an employee appraisal
Objective assessment criteria
The objective criteria are easy to determine because they are completely detached from your employees, e.g.:
üQualifications
üSkills and abilities
üDays absent
üMain areas of use in the project, company, etc.
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Subjective assessment criteria
There is no employee who has only strengths or only weaknesses. Therefore, draw up a list of criteria according to which you judge all employees, e.g:
üAdherence to deadlines
üFlexibility
üMotivation
üSocial competence
üAbility to work under pressure
üCritical faculties, etc.
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Unit 6: Summing up
KeywordsClick to read ![](./images/book.png)
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