Throughout this paper, we examine Kirchhoff’s Voltage Law the sum of the electrical potential differences around any closed network is zero [1]. Represented by the equation ΣV=0, which means v1+ v2+ v3+…+ vn=0 [2]. A way at looking at this equation in words is by the sum of the voltage rises in the loop will equal the sum of voltage drops in the loop [2]. By applying this principle electrical engineers can use this to determine if there is enough energy to power an entire circuit ranging from small items
ANALYSIS OF A DC CIRCUIT PROBLEM 5 Objective: To Analyse the following DC Circuit using Mesh Analysis & Thevenin’s Theorem. Determine the unknown voltage, Current and Direction of flow across the Circuit. Evaluate Pro’s and Con’s of the Mesh and Thevenin’s Theorem. Assumptions : In the Above Circuit current (I1 , I2 , I3 ) is assumed to be flowing in the conventional direction i.e Clockwise . The Source voltage denoted by XX has been assumed to be 86V. Mesh Analysis Mesh analysis is
Circuit Analysis Lesson Plan: What is a Circuit? Before we can properly analyse a circuit, we must first understand what a circuit is. A circuit is a closed loop that allows charges to move continuously. There are two requirements that must be met in order to create a circuit: it must be a closed loop with conductive wires connecting to both the positive terminal and negative terminal of the cell, and there must be a source of energy that can increase the electrical potential energy of the charge
internal resistance of a battery is meant to us as the dissent to the flow of current within the battery. There are two basic elements affect the internal resistance of a battery, they are electronic resistance and ionic resistance.[1] In a closed circuit the electric current flowing within the battery is due to the chemical reactions, we can say that electric current flowing will take place only if the voltage across the battery voltage(V) is different from the chemical potential (E).[2] A steady
Fermat primes, can be constructed by ruler and compass alone,” thereby adding to the work of the Greek mathematicians before him. On March 30 of 1796, the German mathematician discovered a construction of the heptadecagon, and the quadratic reciprocity law on April 8th of the same year. At the end of May 1796, Carl conjectured the prime number theorem. In July of that year he also revealed that every positive integer can be expressed as a sum of at most three triangular numbers. A...
Carl Friedrich Gauss was a child prodigy that later became a well-known scientist and mathematician. He was so influential that he was known as “the Prince of Mathematicians”. In his life time he wrote and published more than 150 papers. Gauss made many important discoveries and contributions to algebra, geometry, the number theorem, curvature, and many more things. He was a well-educated physicist and astronomer. His lifetime was full of knowledge and study, but without that we would not be