What is the difference between mesh and loop




















Register Log in. JavaScript is disabled. For a better experience, please enable JavaScript in your browser before proceeding. You are using an out of date browser. It may not display this or other websites correctly. You should upgrade or use an alternative browser. Thread starter ysenthilece Start date Oct 29, Status Not open for further replies. Kral Advanced Member level 4. Node equations are the other main type equation used in network analysis.

This definition holds good even for "Mesh". So in "Network Analysis" both "Loop analysis" and "Mesh analysis" are the same. There is something called "Supermesh" which cannot be regarded as a "loop" or a "superloop". I hope this will clear ur doubt. Happy learning I hope the drawing explains it better.

In loop analysis, the unknowns are the loop currents. From this node, travel along a path back to the same node ensuring that you do not encounter any node more than once.

But you can have dependant loops in every circuit but not dependant mesh in every one I mean the one that have the condition of solving with loop as you know we can solve every circuit with node method but not everyone with loop method their graph must have specific specification but i have not considered exceptions here. A mesh is a loop, but a loop is not necessarily a mesh" Mesh cant he any innermeshes r loops..

But you can have dependant loops in every circuit but not dependant mesh in every one I mean the one that have the condition of solving with loop as you know we can solve every circuit with node method but not everyone with loop method their graph must have specific specification but i have not considered exceptions here Added after 53 seconds: u also visit the web www.

Similar threads. Started by P. Copper Jul 24, Replies: 2. Elementary Electronic Questions. What is the difference between the Kvar and Farads? Started by tinku Sep 3, Replies: 3. A mesh is a closed path in a circuit with no other paths inside it. These two rules are commonly known as: Kirchhoffs Circuit Laws with one of Kirchhoffs laws dealing with the current flowing around a closed circuit, Kirchhoffs Current Law, KCL while the other law deals with the voltage sources present in a closed circuit, Kirchhoffs Voltage Law, KVL.

However they are often good enough for engineering work. That in turn means that the change in current causes a change in the magnetic field, which is manifested within the electric potential.

KCL is valid only if the total electric charge is constant in the circuit. KVL is based on the assumption that there is no changing magnetic field within the closed circuit. If you look at an open circuit as a circuit with an infinite resistance, you can apply KVL without ambiguity. Suppose your source is 10 volts. Leads are taken out from the positive and negative ends of the source and left open.

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