ec assignment

... (a).Explain the classification of elements and give example for each classification? (b). Using mesh analysis, determine the voltage V which gives a voltage of 50V across 10 ohm resistor shown in figure ?. ...

... (a).Explain the classification of elements and give example for each classification? (b). Using mesh analysis, determine the voltage V which gives a voltage of 50V across 10 ohm resistor shown in figure ?. ...

Network Graphs and Tellegen`s Theorem

... Cutset and Kirchhoff ’s current law A cutset is a set of branches that the removal of these branches causes two separated parts but any one of these branches makes the graph connected. An unconnected graph must have at least two separate part. ...

... Cutset and Kirchhoff ’s current law A cutset is a set of branches that the removal of these branches causes two separated parts but any one of these branches makes the graph connected. An unconnected graph must have at least two separate part. ...

Title: TCCN: Electrical Circuits I ENGR 2305 Draft Course

... potential, electrical power, and energy 2. Apply concepts of electric network topology: nodes, branches, and loops to solve circuit problems, including the use of computer simulation. 3. Analyze circuits with ideal, independent, and controlled voltage and current sources. 4. Apply Kirchhoff’s voltag ...

... potential, electrical power, and energy 2. Apply concepts of electric network topology: nodes, branches, and loops to solve circuit problems, including the use of computer simulation. 3. Analyze circuits with ideal, independent, and controlled voltage and current sources. 4. Apply Kirchhoff’s voltag ...

ohms_law

... and the c__________ flowing through the resistor on the a__________ and we record them in the table (next page). For each reading of these two variables we can work out the value of the resistance by using the formula (Ohm’s Law): Resistance (Ohms) = _________________ ...

... and the c__________ flowing through the resistor on the a__________ and we record them in the table (next page). For each reading of these two variables we can work out the value of the resistance by using the formula (Ohm’s Law): Resistance (Ohms) = _________________ ...

Graph Theory - GATE Study Material in PDF

... nn−2 , n > 2 for completely connected graph number of trees = { det|[Ar ][Ar ]T | for just connected graph where n = no. of nodes. ...

... nn−2 , n > 2 for completely connected graph number of trees = { det|[Ar ][Ar ]T | for just connected graph where n = no. of nodes. ...

10EC54_MicrowaveAndRadar-Unit4

... instead of positive-negative line (pair), the ports have “Incident – Reflected components” or “voltage – current” •In case of “multi-port” problems, the use of matrices is very important. Matrix form shall reduce plenty of complexity So called “Port Parameters” or “Parameter matrix” ...

... instead of positive-negative line (pair), the ports have “Incident – Reflected components” or “voltage – current” •In case of “multi-port” problems, the use of matrices is very important. Matrix form shall reduce plenty of complexity So called “Port Parameters” or “Parameter matrix” ...

Lecture 27: Graph Theory in Circuit Analysis Suppose we wish to

... Here are the steps simulation software may take to perform nodal analysis: 1. From user input, make a connectivity matrix (graph) and record the circuit element on each edge. 2. Choose a tree using the following guidelines: a) Place an edge in the tree if it contains a voltage source, or if the volt ...

... Here are the steps simulation software may take to perform nodal analysis: 1. From user input, make a connectivity matrix (graph) and record the circuit element on each edge. 2. Choose a tree using the following guidelines: a) Place an edge in the tree if it contains a voltage source, or if the volt ...

lecture27

... Here are the steps simulation software may take to perform nodal analysis: 1. From user input, make a connectivity matrix (graph) and record the circuit element on each edge. 2. Choose a tree using the following guidelines: a) Place an edge in the tree if it contains a voltage source, or if the volt ...

... Here are the steps simulation software may take to perform nodal analysis: 1. From user input, make a connectivity matrix (graph) and record the circuit element on each edge. 2. Choose a tree using the following guidelines: a) Place an edge in the tree if it contains a voltage source, or if the volt ...

Graph Theory in Circuit Analysis

... Here are the steps simulation software may take to perform nodal analysis: 1. From user input, make a connectivity matrix (graph) and record the circuit element on each edge. 2. Choose a tree using the following guidelines: a) Place an edge in the tree if it contains a voltage source, or if the volt ...

... Here are the steps simulation software may take to perform nodal analysis: 1. From user input, make a connectivity matrix (graph) and record the circuit element on each edge. 2. Choose a tree using the following guidelines: a) Place an edge in the tree if it contains a voltage source, or if the volt ...

Haldia Institute of Technology Department of AEIE EE(EI) 301 Circuit

... EE(EI)301.1 Identify linear systems and represent those systems in schematic form. EE(EI)301.2 Comprehend the basic concepts of DC and AC circuit behavior. EE(EI)301.3 Apply the Thevenin, Norton, Nodal and Mesh analysis and graph theory to express complex circuits in their simpler equivalent forms. ...

... EE(EI)301.1 Identify linear systems and represent those systems in schematic form. EE(EI)301.2 Comprehend the basic concepts of DC and AC circuit behavior. EE(EI)301.3 Apply the Thevenin, Norton, Nodal and Mesh analysis and graph theory to express complex circuits in their simpler equivalent forms. ...

作業五 繳交日期：12月30日

... See the comments in the solution to Exercise 13. This graph has exactly two vertices of odd degree; therefore it has an Euler path and can be so traced. ...

... See the comments in the solution to Exercise 13. This graph has exactly two vertices of odd degree; therefore it has an Euler path and can be so traced. ...

AI010 303 Network Theory

... voltage and current independent and dependent sources – Source Transformations – Superposition, Thevenin, Norton and Maximum Power Transfer Theorems applied to resistance networks Module II (12 hrs) Capacitors and Inductors – Current-voltage relationships – Step and Impulse functions – Waveshapes fo ...

... voltage and current independent and dependent sources – Source Transformations – Superposition, Thevenin, Norton and Maximum Power Transfer Theorems applied to resistance networks Module II (12 hrs) Capacitors and Inductors – Current-voltage relationships – Step and Impulse functions – Waveshapes fo ...

(a) (i) Define electromotive force (emf ) of a battery. (1 mark) (ii

... (a) (i) the work done per unit charge in moving a quantity of charge completely around a circuit / the power delivered per unit current / work done per unit charge made available by a source; [1] (ii) the ratio of the voltage across to the current in the conductor; [1] (b) (i) emf × current; [1] (i ...

... (a) (i) the work done per unit charge in moving a quantity of charge completely around a circuit / the power delivered per unit current / work done per unit charge made available by a source; [1] (ii) the ratio of the voltage across to the current in the conductor; [1] (b) (i) emf × current; [1] (i ...

Document

... This paper presents a novel topology for instantaneous reactive power compensation. The topology is derived from Dynamic-Current or Dyna-C, which is a patented power converter capable of transferring energy for two- or multiterminal DC, single- and/or multi-phase AC systems. The proposed topology ha ...

... This paper presents a novel topology for instantaneous reactive power compensation. The topology is derived from Dynamic-Current or Dyna-C, which is a patented power converter capable of transferring energy for two- or multiterminal DC, single- and/or multi-phase AC systems. The proposed topology ha ...

Parallel Circuit Worksheet

... The total resistance in a parallel circuit is the reciprocal of the sum of the reciprocals of the separate resistances in parallel. Resistance: ___ + ___ + ___ ...

... The total resistance in a parallel circuit is the reciprocal of the sum of the reciprocals of the separate resistances in parallel. Resistance: ___ + ___ + ___ ...

Fundamentals of Electric Circuits

... 2.2 Nodes, Branches and Loops (1) • A branch represents a single element such as a voltage source or a resistor. • A node is the point of connection between two or more branches. • A loop is any closed path in a circuit. • A network with b branches, n nodes, and l independent loops will satisfy the ...

... 2.2 Nodes, Branches and Loops (1) • A branch represents a single element such as a voltage source or a resistor. • A node is the point of connection between two or more branches. • A loop is any closed path in a circuit. • A network with b branches, n nodes, and l independent loops will satisfy the ...

The topology of an electronic circuit is the form taken by the network of interconnections of the circuit components. Different specific values or ratings of the components are regarded as being the same topology. Topology is not concerned with the physical layout of components in a circuit, nor with their positions on a circuit diagram. It is only concerned with what connections exist between the components. There may be numerous physical layouts and circuit diagrams that all amount to the same topology.Strictly speaking, replacing a component with one of an entirely different type is still the same topology. In some contexts, however, these can loosely be described as different topologies. For instance, interchanging inductors and capacitors in a low-pass filter results in a high-pass filter. These might be described as high-pass and low-pass topologies even though the network topology is identical. A more correct term for these classes of object (that is, a network where the type of component is specified but not the absolute value) is prototype network.Electronic network topology is related to mathematical topology, in particular, for networks which contain only two-terminal devices, circuit topology can be viewed as an application of graph theory. In a network analysis of such a circuit from a topological point of view, the network nodes are the vertices of graph theory and the network branches are the edges of graph theory.Standard graph theory can be extended to deal with active components and multi-terminal devices such as integrated circuits. Graphs can also be used in the analysis of infinite networks.