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EasyUni Sdn Bhd

Level 17, The Bousteador No.10, Jalan PJU 7/6, Mutiara Damansara 47800 Petaling Jaya, Selangor, Malaysia
4.4

(43) Google reviews

+60142521561

EasyUni Sdn Bhd

Level 17, The Bousteador No.10, Jalan PJU 7/6, Mutiara Damansara 47800 Petaling Jaya, Selangor, Malaysia
4.4

(43) Google reviews

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Master of Applied Science in Building Engineering

Course overview

Statistics
Qualification Bachelor's Degree
Study mode Full-time
Duration 4 years
Intakes January, May, September
Tuition (Local students) Data not available
Tuition (Foreign students) Data not available
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Every effort has been made to ensure that information contained in this website is correct. Changes to any aspects of the programmes may be made from time to time due to unforeseeable circumstances beyond our control and the Institution and EasyUni reserve the right to make amendments to any information contained in this website without prior notice. The Institution and EasyUni accept no liability for any loss or damage arising from any use or misuse of or reliance on any information contained in this website.

Entry Requirements

  • Related qualifications accepted by the university

English Language Requirements:

  • TOEFL: iBT score between 75 and 89
  • IELTS: score of 6.5 or 6 with no component score under 5.5

Curriculum

Elements of Engineering Mathematics:

  • Engineering Analysis 
  • Numerical Methods 
  • Probabalistic Methods in Design
  • Probability and Stochastic Processes 
  • Fuzzy Sets and Fuzzy Logic

Systems and Control:

  • Large-scale Control Systems 
  • Real-time Computer Control Systems 
  • Discrete Event Systems 
  • Switched and Hybrid Control Systems 
  • Linear Systems (*) 
  • Nonlinear Systems 
  • Analysis and Design of Linear Multivariable Systems
  • Adaptive Control 
  • Digital Control of Dynamic Systems 
  • Dynamics and Control of Nonholonomic Systems

Fluid Mechanics:

  • Fluid Mechanics
  • Microfluidic Systems 
  • Hydrodynamics
  • The Finite Difference Method in Computational Fluid Dynamics
  • The Finite Element Method in Computational Fluid Dynamics
  • Modeling Turbulent Flows
  • Rheology

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