The business concept of AQ Lasertool OÜ is mainly focused manufacturing parts for commercial vehicles, ticket and teller machines and steel constructions for windmills.
In order to be able to offer high quality services to our customers in our business areas our company is certified according to IATF 16949 and EN 1090
Short facts
Production facilities
10 000 m2 (Pärnu Lagre) Film from Lagre
4 000 m2 (Jüri) Film from Jüri
2 500 m2 (Viimsi) Film from Viimsi
Number of employees
320
Turnover
42 MEUR
Company’s registration number
10930852
History
AQ Lasertool OÜ in Estonia was founded as a daugther company of Lasertool AB in 2003. In 2006 AQ Group took over production in Sweden and Estonia creating two subsidiaries, AQ Lasertool AB and AQ Lasertool OÜ. In 2014 Foleshill Metal Finishing in Viimsi and Sertec Engineering Estonia in Jüri were acquired and integrated into AQ Lasertool OÜ. In 2018 Mecanova OÜ in Pärnu were acquired and integrated into AQ Lasertool OÜ.
Business concept
To develop and manufacture components and systems for demanding industrial customers.
With our commitment to Total Quality, our customers become long term partners.
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The project "AQ Lasertool OÜ digipöörde projekt" received funding from the European Union's NextGenerationEU recovery fund.
Summary of the project:
As a result of the project, AQ Lasertool OÜ will increase the digitalization of its production processes, leading to an enhancement of the company's production capacity and value added per employee. During the investment phase, AQ Lasertool OÜ will implement a new fiber laser cutting machine along with automated warehouses, integrating them with the existing software systems within the company.
Project Objective and Outcome:
The objective of the project is to enhance the efficiency of production processes. As a result of the project, a new fiber laser cutting machine with automated warehousing capabilities will be acquired. This new machine provides a cutting speed approximately four times faster than the old CO2 laser cutting machine.
As a result of the project, a new, more powerful and faster fiber laser cutting machine will be introduced. This new machine includes additional interface software between the machine and the ERP system, enabling a seamless transmission of work programs and work orders through the internal network. The implementation of the fiber laser cutting machine will reduce the number of employees required, as there will be no need for additional labor to separate the parts. The automated warehouse will expedite the delivery of raw materials and increase the automation level of the production unit, as the two CO2 laser cutting machines do not have automated warehousing. Furthermore, the new automated warehousing fiber laser cutting machine can automatically separate cut parts and place them on transport pallets according to product groups, thus avoiding the next bottleneck in the production process.
As a result of the project, the digitalization of AQ Lasertool OÜ's production processes will be increased, leading to an increase in the company's value added per employee.
The amount of the grant is 174,182.36 EUR.
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The project "AQ Lasertool OÜ varustuskindluse toetus" received funding from the European Union's recovery fund NextGenerationEU.
The implementation of the project is necessary to increase the company's electricity supply reliability. The goal of the project is to reduce the company's dependence on fossil fuels. To achieve this goal, a solar power plant will be built and electric forklifts will be purchased. As a result of their introduction, the company's consumption of fossil fuels will decrease, as well as the amount of electricity consumed from the electrical grid, and electricity supply reliability will improve.
Amount of the grant is: 121,500 €