Trainee BMS Engineer

  • Apprenticeship Reference: 1452518547-2
  • Date Posted: 24 September 2024
  • Apprentice Employer: First Military Recruitment Ltd
  • Location: Newton Abbot, Devon
  • Apprentice Pay: £26,000 to £36,000
  • Apprenticeship Sector: Civil Engineering, Digital, Engineering, Health and Safety, Project Management
  • Apprenticeship Type: Permanent
  • Work Hours: Full Time

About this Apprenticeship

JR214: Trainee BMS Engineer

Location: Newton Abbot

Salary: £26,000 - £36,000 Per Annum + Vehicle Allowance + Progression

Overview:

First Military Recruitment are currently seeking a Trainee BMS Engineer on behalf of one of our clients.

Our client encourages applications from ex-military personnel however all candidates will be given due consideration.

Duties and Responsibilities:

  • Responding to client briefs by designing new BMS systems to meet requirements
  • Designing control panels for a BMS, starting with architectural plans and creating panel drawings
  • Using software to design digital versions of building management systems based on project documentation
  • Assisting with the graphic design of BMS software
  • Producing documentation to instruct other engineers or users on how to interact with the BMS
  • Ensuring that any BMS software or equipment aligns with relevant safety and quality standards
  • Conducting site surveys before installation of BMS takes place, or after a system has been installed to check that it is functioning properly
  • Commissioning new BMS software to ensure that it works properly
  • Maintaining existing building management systems by fixing errors, running tests and updating software
  • Repairing a range of equipment and machinery involved in BMS

Skills and Qualifications:

  • Knowledge of Mechanical/Electrical & Computer Engineering principles
  • Previous experience with HVAC Engineering (Desirable)
  • Experience working within a Maintenance Engineering environment

Location: Newton Abbot

Salary: £26,000 - £36,000 Per Annum + Vehicle Allowance + Progression