3LPs
Retail ERP and POS and E-Commerce Logistics Management
We provide Retail ERP and POS E-Commerce
ERP + 3Lps + E-Commerce + Delivery + Payment Processing
Customization tool
Click and change content directly from the front-end: no complex back
end to deal with.
Building blocks system
Create your page from scratch by dragging and dropping pre-made,
fully customizable building blocks.
MES
Manufacturing Business Solutions That Support Your Growth and Expansion
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)
Industry 4.0 ~ 5.0
The use of robots in manufacturing has been on the rise since the 1960s, when they were first introduced as part of what technologists call Industry 3.0 (defined by programmable logic and advanced manufacturing). Robots grew up in the car industry, where they were used primarily to weld car bodies together. As technologies matured, companies began using robots in other areas, such as logistics and the medical and food industries. Starting in 2006, more robots were used outside the automotive industry than inside it.
Robots improve the consistency of product quality and production line flow, meeting demand for high-quality products at lower cost.
They save workers from having to perform repetitive, tedious, and dangerous tasks.
Today's connected, or Industry 4.0, robots are able to consistently generate data on parts flow and process quality-data that artificial intelligence or old-school data analysis can use to optimize both a factory and manufacturing processes.
Thanks to greater inherent flexibility than special machines or other hard automation, robots enable greater product variation on a single line and-when integrated with logistics systems in Industry 4.0 setups-enable factories to produce variants based on the customer's choice of preconfigured options (often referred to as "mass customization").
Because robots cost almost the same everywhere in the world, they can help companies reshore manufacturing jobs that were transferred to low-cost labor countries and generally level the playing field.