ECE 201 Circuit Theory I1 Resistors in Series Resistors connected at a single node Current through each resistor is the same.

Slides:



Advertisements
Similar presentations
SERIES RESISTOR CIRCUIT. THE EQUIVALENT SERIES RESISTANCE IS : Req = R 1 + R 2 + R 3 THE CURRENT OF THE CIRCUIT IS : I = U / (R 1 + R 2 + R 3 ) THE EQUIVALENT.
Advertisements

Voltage and Current Division
Unit 8 Combination Circuits
Unit 8 Combination Circuits
Principles of Computer Engineering: Lecture 3: Kirchhoff’s Laws
Chapter 7.
EE2010 Fundamentals of Electric Circuits Lecture - 6 Voltage Sources, Current Sources, Mesh Analysis.
1 Series Parallel Circuits Benchmark Companies Inc PO Box Aurora CO
Lecture 91 Single Node-Pair Circuits and Current Division.
ECE201 Lect-31 Single Loop Circuits (2.3); Single-Node-Pair Circuits (2.4) Dr. Holbert January 25, 2006.
ECE 201 Circuit Theory I1 Step Response of an RC Circuit + v C (t) - i(t) Close the switch at t = 0 Write KCL at the top node Allow for the possibility.
Series-Parallel Combinations of Inductance and Capacitance
ECE201 Lect-51  -Y Transformation (2.7); Circuits with Dependent Sources (2.8) Prof. Phillips February 3, 2003.
ECE 201 Circuit Theory I1 Assessment Problem #4.1 Page 99 of the text by Nilsson and Riedel.
ECE201 Lect-81 Circuits with Resistor Combinations (2.6, 7.7) Prof. Phillips Jan 31, 2003.
ECE201 Lect-81  -Y Transformation (2.7); Circuits with Dependent Sources (2.8) Dr. Holbert February 13, 2006.
ECE 201 Circuit Theory I1 Node-Voltage Method Identify the nodes –There are 3 “essential” nodes. –Node 0 is the “ground” or “reference” node where the.
ECE 201 Circuit Theory I1 Resistors in Parallel Resistors connected at a single node pair Voltage across each resistor is the same.
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.
ECE 3183 – EE Systems Chapter 2 – Part A Parallel, Series and General Resistive Circuits.
ECE 201 Circuit Theory I1 Back to the Bridge Which resistors are in series? Which resistors are in parallel?
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.
Lecture - 2 Basic circuit laws
Lecture 5 Review: Circuit reduction Related educational modules:
Resistors in Series and Parallel Circuits. Resistors in circuits To determine the current or voltage in a circuit that contains multiple resistors, the.
Lecture 3: Resistive Circuits Nilsson & Riedel , 3.7 ENG17 (Sec. 2): Circuits I Spring April 8, 2014.
Lecture 2: Resistive Circuits Nilsson 2.5, , 3.7 ENG17 : Circuits I Spring April 2, 2015.
Objective of Lecture Explain mathematically how resistors in series are combined and their equivalent resistance. Chapter 2.5 Explain mathematically how.
Kirchhoff’s Laws Laws of Conservation.
RESISTIVE CIRCUITS LEARN TO ANALYZE THE SIMPLEST CIRCUITS THE VOLTAGE DIVIDER THE CURRENT DIVIDER SERIES/PARALLEL RESISTOR COMBINATIONS - A TECHNIQUE TO.
Resistors in Series and Parallel
ECE201 Lect-31 Single Loop Circuits (2.3); Single-Node-Pair Circuits (2.4) Dr. Holbert August 28, 2001.
Ohm’s law and Kirchhoff's laws
305221, Computer Electrical Circuit Analysis การวิเคราะห์วงจรไฟฟ้าทาง คอมพิวเตอร์ 3(2-3-6) ณรงค์ชัย มุ่งแฝงกลาง คมกริช มาเที่ยง สัปดาห์ที่ 3 Nodal.
IEEE’s Hands on Practical Electronics (HOPE) Lesson 3: Ohm’s Law, Equivalent Resistances.
PARALLEL CIRCUITS HAVE MORE THAN ONE POSSIBLE PATHWAY FOR ELECTRONS.
Solving for current, resistance and voltage in circuits.
Lecture 4 Review: KVL, KCL Circuit analysis examples Series, parallel circuit elements Related educational materials: –Chapter 1.4, 1.5.
SERIES RESISTORS AND VOLTAGE DIVISION In Fig the two resistors are in series, since the same current i flows in both of them. Applying Ohm’s law.
Circuits and Electronics Midway in Chapter 2 Resistor Combinations.
Kirchhoff’s Current and Voltage Laws. KCL (Kirchhoff’s Current Law) The sum of the currents entering a node equals the sum of the currents exiting a node.
Kirchhoff’s Rules.
EGR 101 Introduction to Engineering I1 Resistors in Parallel Resistors connected at a single node pair Voltage across each resistor is the same.
Series and Parallel Elements
1 Summary of Circuits Theory. 2 Voltage and Current Sources Ideal Voltage Source It provides an output voltage v s which is independent of the current.
Series and Parallel.  a single resistance that can replace all the resistances in an electrical circuit while maintaining the same current when connected.
SINGLE LOOP CIRCUITS A single loop circuit is one which has only a single loop. The same current flows through each element of the circuit-the elements.
Ohm’s Law Resistance in Series Circuits
Thevenin and Norton “Equivalent” Circuits
Lesson 5: Series-Parallel Circuits
INC 111 Basic Circuit Analysis
ELECTRICAL ENGINEERING: PRINCIPLES AND APPLICATIONS, Fourth Edition, by Allan R. Hambley, ©2008 Pearson Education, Inc. Lecture 3 Circuit Laws, Voltage.
ECE201 Lect-111 Circuits with Resistor Combinations (2.6, 7.7) Dr. S. M. Goodnick September 19, 2003.
Physics Section 18.2 Apply series and parallel circuits. Note: A simple circuit may contain only one load. A more complex circuit may contain numerous.
EKT101 Electric Circuit Theory
Chapter 2 Resistive Circuits
Kirchhoff’s Laws Laws of Conservation.
3.1 Resistors in Series When two elements connected at a single node, they are said to be in series Series-connected circuit elements carry the same.
Parallel Circuits Definition: Parallel Circuit
Current Directions and
Circuit Principles Kirchhoff’s Current Law (KCL)
Thévenin’s Theorem.
INC 111 Basic Circuit Analysis
C H A P T E R 3 Resistive Network Analysis.
Source Transformation
Resistors in Parallel Resistors connected at a single node pair
Resistors in Series Resistors connected at a single node
BLM Circuit Theory Prof. Dr. Nizamettin AYDIN
Circuit Principles Kirchhoff’s Current Law (KCL)
EGR 101 Introduction to Engineering I
Presentation transcript:

ECE 201 Circuit Theory I1 Resistors in Series Resistors connected at a single node Current through each resistor is the same

ECE 201 Circuit Theory I2 Identify the current in each Resistor Apply KCL at each node a b c d e f g

ECE 201 Circuit Theory I3 Redraw using a single current

ECE 201 Circuit Theory I4 To solve for the current, write KVL

ECE 201 Circuit Theory I5 Simplified version of the circuit

ECE 201 Circuit Theory I6 From a “black box” point of view These circuits are “equivalent” Same current drawn from the source

ECE 201 Circuit Theory I7 Summary Resistors in series have the same current The resistors can be replaced by an “equivalent” resistance equal to the sum of the individual resistors The “equivalent” resistance is larger than the largest of the individual resistors