Simulink
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Simulink is a graphical extension of MATLAB used to model and simulate systems using block diagrams. It contains various block types like sources, sinks, math operations, and more that can be connected with lines to represent the system. The tutorial introduces starting Simulink, basic block and line elements, and demonstrates modeling a simple system with a sine wave source, gain block, and scope sink to view the output over time.
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CETPA INFOTECH PVT LTD is one of the IT education and training service provider brands of India that is preferably working in 3 most important domains. It includes IT Training services, software and embedded product development and consulting services.
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1. The document describes experiments to be conducted in the Advance Communication Systems subject at Sanghvi Institute of Management & Science, Indore. It includes 9 experiments related to topics like simulink tool in MATLAB, convolution codes, AM demodulation, data transmission via cellular networks, MIMO systems, and OFDM.
2. It provides details of the first experiment which is about studying the simulink tool in MATLAB. It describes how to start simulink, create and edit models, enter simulink commands, use menus and toolbars, zoom and select objects.
3. The document contains instructions for students to submit details of their experiment performances and get them graded by faculty.
Summer training matlab
CETPA INFOTECH PVT LTD is one of the IT education and training service provider brands of India that is preferably working in 3 most important domains. It includes IT Training services, software and embedded product development and consulting services.
http://www.cetpainfotech.com
Introduction to Control systems in scilab
In this Scilab tutorial, we introduce readers to the Control System Toolbox that is available in Scilab/Xcos and known as CACSD. This first tutorial is dedicated to "Linear Time Invariant" (LTI) systems and their representations in Scilab.
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This document introduces linear time invariant (LTI) control systems and their various representations in Scilab. It covers LTI system properties of linearity and time-invariance. It then discusses representations including state-space, transfer function, and zero-pole forms. Examples are provided of modeling an RLC circuit in each representation and converting between representations in Scilab using relevant commands and blocks.
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