MESH ANALYSIS. EXERCISES

Slides:



Advertisements
Similar presentations
EE2010 Fundamentals of Electric Circuits Lecture - 6 Voltage Sources, Current Sources, Mesh Analysis.
Advertisements

Solving Equations = 4x – 5(6x – 10) -132 = 4x – 30x = -26x = -26x 7 = x.
ECE201 Lect-81 Circuits with Resistor Combinations (2.6, 7.7) Prof. Phillips Jan 31, 2003.
ECE 201 Circuit Theory I1 Source Transformation Convert a Voltage Source in Series with a Resistance into A Current Source in Parallel with the SAME Resistance.
Chapter 8 Methods of Analysis. 2 Constant Current Sources Maintains same current in branch of circuit –Doesn’t matter how components are connected external.
Network Theorems SUPERPOSITION THEOREM THÉVENIN’S THEOREM
Chapter 26 DC Circuits. I Junction rule: The sum of currents entering a junction equals the sum of the currents leaving it Kirchhoff’s Rules.
DC CIRCUIT ANALYSIS: NODE AND MESH METHOD Current Sources AND Source Conversions Current Sources in Parallel AND Series Branch-Current Analysis Mesh Analysis.
Circuits Series and Parallel. Series Circuits Example: A 6.00 Ω resistor and a 3.00 Ω resistor are connected in series with a 12.0 V battery. Determine.
Ohm’s Law V = IR.
Ch. 23 Series and Parallel Circuits Milbank High School.
Circuits.
Chapter 8 Methods of Analysis. Constant Current Sources Maintains the same current in the branch of the circuit regardless of how components are connected.
Elimination Day 2. When the two equations don’t have an opposite, what do you have to do? 1.
Section 2: Series and Parallel Circuits. Series Circuits Picture of Series Circuit:Properties: 1)Current: 2) Voltage: 3) Equivalent Resistance:
Series and Parallel Circuits. Series Circuit Current must pass through all resistors.
PARALLEL CIRCUITS HAVE MORE THAN ONE POSSIBLE PATHWAY FOR ELECTRONS.
13.10 – How series and Parallel Circuits Differ. Loads in Series Current  A series circuit with one load will have a different total resistance than.
Electric Circuit. SERIES CIRCUIT +- RARA RBRB In this Circuit, electric current has one path to flow (1) The current is same everywhere in the circuit.
Solving for current, resistance and voltage in circuits.
Series Current Series Voltage Drops In a series circuit the sum of the voltage drops across each resistor or device is equal to the potential difference.
PRACTICE (WB) 1)Four resistors in series. Choose voltage for your battery. Determine I and V across each resistor. 2)Four resistors in series. Chose I.
Lesson 2 How do electric circuits work?. Electric Circuits You know that electric circuits only work when the circuit is closed. OPEN.
Delta-Wye Conversions
CH Review Series resistors have the same current; the total voltage is “divided” across the resistors. Parallel resistors have the same voltage;
20.3 Complex Resistor Combinations Date, Section, Pages, etc. Mr. Richter.
Today’s agenda: Capacitance. You must be able to apply the equation C=Q/V. Capacitors: parallel plate, cylindrical, spherical. You must be able to calculate.
Engineering Fundamentals and Problem Solving, 6e Chapter 17 Electrical Circuits.
Distance, Slope, & Linear Equations. Distance Formula.
Series and Parallel.  a single resistance that can replace all the resistances in an electrical circuit while maintaining the same current when connected.
Lesson 5: Series-Parallel Circuits
Electric Circuit Types Series and Parallel Circuits.
Chapter 8 Systems of Linear Equations in Two Variables Section 8.3.
Chapter 20 Super Review Circuits. 1. What is the potential difference across a resistor of 6 Ω that carries a current of 3 A?
What we will do today Introduce potential divider circuits. Devise a formula comparing resistances and voltages in potential divider circuit.
#21. Find the following quantities R T = I T =V 30  = I 50  
Circuit Electricity. Circuit Builder Interactive: Builder/Circuit-Builder-Interactive.
Solving Absolute Value Equations
Kirchhoff’s Rules.
Chapter 14 Resistive AC Circuits.
Capacitors: parallel plate, cylindrical, spherical.
Solving Circuits.
Ohm’s Law.
DC Circuits.
ECE 3301 General Electrical Engineering
Direct Current Circuits
Chapter 26:DC Circuits Chapter 26 Opener. These MP3 players contain circuits that are dc, at least in part. (The audio signal is ac.) The circuit diagram.
Resistive Circuits Resistors in series Resistors in parallel
Notes Over 9.6 An Equation with One Solution
Phys102 Lecture 12 Kirchhoff’s Rules
Resistive Circuits Resistors in series Resistors in parallel
Solving Absolute Value Equations
Delta-Wye Conversions
Kirchhoff’s Laws Physics 102: Lecture 06
Circuit Principles Kirchhoff’s Current Law (KCL)
(a) the equivalent resistance, (b) V0,
Kirchhoff's Rules.
Part II : Basic Circuit Concepts
Series Circuit.
Resistance in Series and Parallel
Solving Logarithmic Equations
Fill in the gaps for the unknown Voltage and current readings
Source Transformation
Solving Systems of Equations by Elimination Part 2
Exercise Every positive number has how many real square roots? 2.
Series and Parallel Circuits
Circuit Principles Kirchhoff’s Current Law (KCL)
Phys102 Lecture 12 Kirchhoff’s Rules
Solving Absolute Value Equations
Example 28.1 Terminal Voltage of a Battery
Presentation transcript:

MESH ANALYSIS. EXERCISES By using the mesh analysis method, calculate the mesh currents and the asked quantities. Circuit 1 C1.1. Current in the 10 V source? C1.2. Current in the 3K resistance? C1.3. Current in each of the 2K resistances connected in paralell? C1.4. Potential drop from point A to point B? MESH ANALYSIS. EXERCISES Circuit 2 C2.1. Current in the 3K resistance? C2.2. Current in the 2K resistance? C2.3. Current in the 8K resistance? C2.4. Potential drop from point A to point B? Circuit 3 C3.1. Current in the 1K resistance (the one in the middle)? C3.2. Current in the 20 V source? C3.3. Current in the 1K resistance (the one on the right)? C3.4. Potential drop from point A to point B?

MESH ANALYSIS. EXERCISES By using the mesh analysis method, calculate the mesh currents and the asked quantities. Circuit 4 C4.1. Current in the 7K resistance? C4.2. Current in the 5 V source? C4.3. Current in the 2K resistance? C4.4. Potential drop from point A to point B? MESH ANALYSIS. EXERCISES Circuit 5 C5.1. Current in the 9K resistance? C5.2. Current in the 1K resistance? C5.3. Current in the 5 V source? C5.4. Potential drop from point A to point B?

Equation of the circuit SOLUTIONS Circuit 1 C1.1. Current in the 10 V source? C1.2. Current in the 3K resistance? C1.3. Current in each of the 2K resistances connected in paralell? C1.4. Potential drop from point A to point B? Mesh currents MESH ANALYSIS. EXERCISES Equation of the circuit C1.1. Current in the 10 V source? C1.2. Current in the 3K resistance? C1.3. Current in each of the 1K resistances (current divider) connected in paralell? C1.4. Potential drop from point A to point B?

Equation of the circuit SOLUTIONS Circuit 2 C2.1. Current in the 3K resistance? C2.2. Current in the 2K resistance? C2.3. Current in the 8K resistance? C2.4. Potential drop from point A to point B? Mesh currents MESH ANALYSIS. EXERCISES Equation of the circuit C2.1. Current in the 3K resistance? C2.2. Current in the 2K resistance? (Same direction as i2) C2.3. Current in the 8K resistance? C2.4. Potential drop from point A to point B?

Equation of the circuit SOLUTIONS Circuit 3 C3.1. Current in the 1K resistance (the one in the middle) ? C3.2. Current in the 20 V source? C3.3. Current in the 1K resistance (the one on the right) ? C3.4. Potential drop from point A to point B? Mesh currents MESH ANALYSIS. EXERCISES Equation of the circuit The same direction as i2, opposite direction to i1. C3.1. Current in the 1K resistance (the one in the middle)? C3.2. Current in the 20 V source? This minus sign means that the direction is C3.3. Current in the 1K resistance (the one on the right)? C3.4. Potential drop from point A to point B?

Equation of the circuit SOLUTIONS Circuit 4 C4.1. Current in the 7K resistance? C4.2. Current in the 5 V source? C4.3. Current in the 2K resistance? C4.4. Potential drop from point A to point B? MESH ANALYSIS. EXERCISES Mesh currents Equation of the circuit The same direction as i2, opposite direction to i1. C4.1. Current in the 7K resistance? The same direction as i2, opposite direction to i3. C4.2. Current in the 5 V source? C4.3. Current in the 2K resistance? C4.4. Potential drop from point A to point B?

Equation of the circuit SOLUTIONS Circuit 5 C5.1. Current in the 9K resistance? C5.2. Current in the 1K resistance? C5.3. Current in the 5 V source? C5.4. Potential drop from point A to point B? Mesh currents MESH ANALYSIS. EXERCISES Equation of the circuit C5.1. Current in the 9K resistance? C5.2. Current in the 1K resistance? The same direction as i2, opposite direction to i3. C5.3. Current in the 5 V source? C5.4. Potential drop from point A to point B?

MESH ANALYSIS. EXERCISES For you to solve Circuit 6 C6.1. Potential drop from point A to point B? C6.2. Potential drop from point B to point C? C6.3. Potential drop from point A to point C? C6.4. Equivalent resistance of the set? (Note that this set is neither a series nor a parallel association). MESH ANALYSIS. EXERCISES