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Standardised quality assurance (QA) procedures ensure that products meet necessary requirements and are free of defects, preventing customer dissatisfaction.
Quality assurance (QA) procedures are a systematic way to establish and maintain standards for manufacturing reliable products and services. By standardising QA procedures, workers can access a system that shows them how to complete certain tasks to avoid errors on the production floor. QA methods can be categorised into three types, which are explained in the table below.
Stress testing:
Stress testing is the process of applying extreme conditions to a product to see how it performs. The purpose of stress testing is to identify any deficiencies in the product's design or manufacturing.
Statistical process control (SPC):
SPC is a statistical method to monitor product quality during production. Data is collected in real time and plotted on a graph with predetermined limits to identify deviations from the norm.
Cost-effectiveness: Quality assurance (QA) can help manufacturers save money by preventing quality product issues before they hit the market. For example, manufacturers may not have to worry about scrapped parts, product returns, or other expenses due to poor-quality goods.
Greater workplace efficiency: QA can help manufacturers improve workplace efficiency by reducing the number of product deficiencies. This is because fewer resources are needed to produce quality products when there are processes in place to support QA procedures.
Enhanced customer satisfaction: QA can help manufacturers improve customer satisfaction by ensuring that customers receive quality products in a timely manner. When there are fewer product malfunctions, customers are more likely to be satisfied with their purchases and keep coming back for more.
In conclusion, QA can help manufacturers save money, improve workplace efficiency, and enhance customer satisfaction. This makes it a valuable tool for any manufacturing organisation.
Stryza's role in standardising QA procedures can be summarised as follows:
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