'Constraint equation' presentation slideshows

Basic Nodal and Mesh Analysis

Basic Nodal and Mesh Analysis. Al-Qaralleh. Methods of Analysis. Introduction Nodal analysis Nodal analysis with voltage source Mesh analysis Mesh analysis with current source Nodal and mesh analyses by inspection Nodal versus mesh analysis. Steps of Nodal Analysis.

4.18k views • 66 slides

Lesson 08 Linear Programming

Lesson 08 Linear Programming. A mathematical approach to determine optimal (maximum or minimum) solutions to problems which involve restrictions on the variables involved. Linear Programming Applications. Linear programming (LP) has been used to:

797 views • 64 slides

EIT Review

851 views • 61 slides

Combinatorial Algorithms

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Dynamic Simulation : Constraint Equations

Dynamic Simulation : Constraint Equations. Objective The objective of this module is to develop the equations for ground, revolute, prismatic, and motion constraints for a planar mechanism. These equations will be developed for a piston-crank assembly in a Boxer style engine.

606 views • 40 slides

The Structural Singularity Removal Algorithm by Pantelides

This lecture deals with a procedure that can be used to remove structural singularities from a model in a systematic and algorithmic fashion. It is called the Algorithm of Pantelides . The algorithm of Pantelides is a symbolic index-reduction algorithm.

227 views • 22 slides

Exploiting video information for Meeting Structuring

311 views • 21 slides

Simplex method : Tableau Form

Simplex method : Tableau Form. Maximise Z= 10X1+9X2+0S1+0S2+0S3+0S4 subject to: 7/10X1+1X2+1S1 =630 1/2X1+5/6X2+ +1S2 =600 1X1+2/3X2 +1S3 =708 1/10X1+1/4X2 +1S4 =135 X1,X2,X3,X4,S1,S2,S3,S4 > 0

424 views • 19 slides

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z = f ( x,y )

266 views • 14 slides