**2. Problem Statement**

An induction motor is a complex machine to design and practically implement. Today, a vast majority of software is used by different manufacturing institutions to simulate the machine before the design is implemented. However, an induction motor's dynamic model is usually implemented in dq0-direct, quadrature, and zero-sequence axes. A static and dynamic motor model's implementation is a mathematical representation; this strategy eliminates human error, enables designs of the utmost performance, and provides highly efficient induction motors. This work implements both static and dynamic modelling of a three-phase induction machine due to possible faults and high-performance requirements for induction machines. Using the direct dq0-direct axis method, the dynamic model's differential equations were first derived and implemented in Matlab/Simulink; their performance was assessed in the steady-state.

### **3. Objectives of the Research**

Induction motors help companies run their operations efficiently. It is imperative to extend studies that enhance the performance and accuracy of the designs for these organisations. The objectives of this work are to conduct comprehensive modelling of induction motors and [14]:


#### **4. Methodology**

To comprehend and engineer vector-controlled drives [15], an adaptable simulation of the induction machine that is responsive to operation and safety needs to be defined. Since every control must face possible changes and faults, the adaptable simulation of a motor is argued to be an imitation of an actual factory. Nonetheless, the simulation must

include the significant factor impacts that emerge throughout steady-state and transientstate events. It should also be applicable for future modifications in supply voltages and currents. Due to the precision and convenience of the space vector and phasor hypothesis, such a simulation should be produced using this hypothesis and the two-axis principle [16] of synchronous generators. All of the techniques, as well as the simulations of induction motors, are discussed and criticised accordingly in this paper, along with the proposed dq0 axis reference frame strategy.
