Program Professional Certificate of Competency in the Fundamentals of Process Plant Layout & Piping Design School of Mechanical Engineering Engineering Institute of Technology

Professional Certificate of Competency in the Fundamentals of Process Plant Layout & Piping Design

Australia

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Apa yang akan saya pelajari?

This professional development course is designed for engineers and technicians who need practical skills and knowledge in process plant engineering and piping design.Course BenefitsReceive a Certificate of Completion from EIT.Learn from well-known faculty and industry experts from around the globe.Flexibility of attending anytime from anywhere, even when you are working full-time.Interact with industry experts during the webinars and get the latest updates/announcements on the subject.Experience a global learning with students from various backgrounds and experience which is a great networking opportunity.Acquire in demand skills and knowledge in process plant engineering and piping design.Get practicable transferable knowledge and skills on the fundamental principles and concepts used in process plant layout and piping design.Learn about chemical processing methods, equipment used in process plants and fundamentals of pipe and pipe fittings.Study fundamentals of plant layout and workflow procedures, terminology and symbols used in plant layout, plot plans, elevations and 3D models, principles of chemical process technology, piping and instrumentation diagrams, piping design and engineering principles, piping materials, specifications and piping codes, and the components of piping systems, including fittings, flanges, and valves.

Saya termasuk departemen apa?

School of Mechanical Engineering

Pilihan kuliah

Online/Jarak jauh (3 bulan)

Biaya kuliah
A$1.581,00 (Rp 16.326.678) per tahun
Administration Fee:AU$250.
Tanggal mulai

Agustus 2027

Persyaratan masuk

Untuk mahasiswa internasional

Hold a recognized bachelors degree (or above) in engineering or science in a congruent field of practice. Have completed the equivalent of first-year Bachelor level mathematics, or are able to demonstrate recognized relevant work experience.

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