Modeling of Closed-Loop Voltage-Mode Controlled Interleaved Dual Boost Converter

Submission: The report from part 4 including all relevant graphs and numerical analysis along with interpretations.

The model parameters are estimated from the EP and therefore the AR can be calculated within the TP (Strong, 1992). Explicitly, the AR which

the network parameters associated with xt and ht−1 respectively. φ is a nonlinear function which we can choose from

This paper comprises an appreciation of data representation, its visualization, an outline description of behavior, plus an indication of the use of the equation in engineering.

was derived and a relationship between Vinv and Vc was obtained (see Fig. 2). Applying voltage balance

The assignment requires us to record a message signal using the MATLAB software and then perform several different simulations with that message in order to jump to the conclusion and see how different parameters effect our results. The first part of the project requires us to do amplitude

The remaining results used to obtain the graph in the next section can be obtained by, iteratively substituting the parameters shown in table 3 below for the various architectures and various population sizes. The system parameters given in [16] is shown in table 3.

One of the most common ways to parametrize a circuit is by using the equivalent model of the transistor to the small signal analysis (used for low frequencies), or the S-parameters analysis, especially for RF circuits. However, these tests are only accurate enough for sizing linear devices, which is not the case of power amplifiers. Thus, it is necessary to resort to the analysis of large signals. For large signals, both the output and input impedances have to consider the values of frequency, DC voltage, output power, temperature, input power and

During lab, we have designed circuits proving each of these electrical principles. Now, let's apply this knowledge to a real world application.

To analyse the strength of the model, we consider the effect of a small change to the system. If the model is robust, it should exhibit similar behaviour despite this

Consequently, several aspects of the STEEP model are related to this topic. The topics based on the model that I choose to discuss are:

The most detailed parts of this paper will be the accounts of his method and hypothesis. The literature review will only briefly recall bits and pieces of other research papers due to the similarities in the topics each mentions. The results will be short because there is only so much to describe. The discussion will go more into explaining the results and their meaning.

This Capstone is brought to you for free and open access by the Department of Electrical and Computer Engineering at DigitalCommons@McMaster. It has been accepted for inclusion

To be able to apply the LQR technique on the system, linearization is important. Therefore the nonlinear model of the system turns into:

DTC has added advantages over FOC absence of mechanical transducer, no requirement of co-ordinate transformation ,and a very simple control scheme with less computational time