EXPERIMENT 2 - SERIES DC CIRCUITS OBJECTIVE The focus of this exercise is an examination of basic series DC circuits with resistors. A key element is Kirchhoff's Voltage Law which states that the sum of voltage rises around a loop must equal the sum of the voltage drops. The voltage divider rule will also be investigated. THEORY OVERVIEW A series circuit is defined by a single loop in which all components are arranged in daisy- chain fashion. The current is the same at all points in the loop and may be found by dividing the total voltage source by the total resistance. The voltage drops across any resistor may then be found by multiplying that current by the resistor value. Consequently, the voltage drops in a series circuit are directly proportional to the resistance. An alternate technique to find the voltage is the voltage divider rule. This states that the voltage across any resistor (or combination of resistors) is equal to the total voltage source times the ratio of the resistance of interest to the total resistance. EQUIPMENT (1) 2.2 ΚΩ (1) 3.3 ΚΩ (1) 6.8 ΚΩ (1) Adjustable DC Power Supply (1) Digital Multimeter (1) 1 ΚΩ

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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EXPERIMENT 2
-
SERIES DC CIRCUITS
OBJECTIVE
The focus of this exercise is an examination of basic series DC circuits with resistors. A key
element is Kirchhoff's Voltage Law which states that the sum of voltage rises around a loop
must equal the sum of the voltage drops. The voltage divider rule will also be investigated.
THEORY OVERVIEW
A series circuit is defined by a single loop in which all components are arranged in daisy-
chain fashion. The current is the same at all points in the loop and may be found by dividing
the total voltage source by the total resistance. The voltage drops across any resistor may
then be found by multiplying that current by the resistor value. Consequently, the voltage
drops in a series circuit are directly proportional to the resistance. An alternate technique to
find the voltage is the voltage divider rule. This states that the voltage across any resistor (or
combination of resistors) is equal to the total voltage source times the ratio of the resistance
of interest to the total resistance.
EQUIPMENT
(1) 2.2 ΚΩ
(1) 3.3 ΚΩ
(1) 6.8 ΚΩ
(1) Adjustable DC Power Supply
(1) Digital Multimeter
(1) 1 ΚΩ
Transcribed Image Text:EXPERIMENT 2 - SERIES DC CIRCUITS OBJECTIVE The focus of this exercise is an examination of basic series DC circuits with resistors. A key element is Kirchhoff's Voltage Law which states that the sum of voltage rises around a loop must equal the sum of the voltage drops. The voltage divider rule will also be investigated. THEORY OVERVIEW A series circuit is defined by a single loop in which all components are arranged in daisy- chain fashion. The current is the same at all points in the loop and may be found by dividing the total voltage source by the total resistance. The voltage drops across any resistor may then be found by multiplying that current by the resistor value. Consequently, the voltage drops in a series circuit are directly proportional to the resistance. An alternate technique to find the voltage is the voltage divider rule. This states that the voltage across any resistor (or combination of resistors) is equal to the total voltage source times the ratio of the resistance of interest to the total resistance. EQUIPMENT (1) 2.2 ΚΩ (1) 3.3 ΚΩ (1) 6.8 ΚΩ (1) Adjustable DC Power Supply (1) Digital Multimeter (1) 1 ΚΩ
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