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Questions and Answers
What is the significance of selecting materials like manganin and constantan for wire bound resistors?
What is the significance of selecting materials like manganin and constantan for wire bound resistors?
These materials have resistivities that are relatively insensitive to temperature, ensuring consistent resistance across varying conditions.
Explain how the colour code works for identifying the value of carbon resistors.
Explain how the colour code works for identifying the value of carbon resistors.
The first two colour bands represent the first two significant figures of resistance, the third indicates the decimal multiplier, and the last band represents tolerance.
How does Ohm's Law relate to the functioning of wire bound resistors?
How does Ohm's Law relate to the functioning of wire bound resistors?
Ohm's Law states that the current through a conductor between two points is directly proportional to the voltage across the two points, which applies to wire bound resistors in providing defined resistance.
What defines the tolerance of a resistor and why is it important?
What defines the tolerance of a resistor and why is it important?
Describe the role of current density in the context of resistors.
Describe the role of current density in the context of resistors.
How does the drift of electrons contribute to the resistance observed in wire bound resistors?
How does the drift of electrons contribute to the resistance observed in wire bound resistors?
What relationship exists between the electric field and potential difference in resistors?
What relationship exists between the electric field and potential difference in resistors?
State Kirchhoff's law as it applies to circuits containing resistors.
State Kirchhoff's law as it applies to circuits containing resistors.
What is the definition of mobility in the context of drift velocity and electric field?
What is the definition of mobility in the context of drift velocity and electric field?
What are the SI units of mobility and how do they compare to practical units?
What are the SI units of mobility and how do they compare to practical units?
Identify a major limitation of Ohm's Law related to the relationship between voltage and current.
Identify a major limitation of Ohm's Law related to the relationship between voltage and current.
In what way can the relationship between voltage and current be dependent on the sign of voltage?
In what way can the relationship between voltage and current be dependent on the sign of voltage?
What characteristic of GaAs indicates that the relation between voltage and current is not unique?
What characteristic of GaAs indicates that the relation between voltage and current is not unique?
What is the relationship defined by Ohm's Law?
What is the relationship defined by Ohm's Law?
How does the average collision time (τ) relate to drift velocity in determining mobility?
How does the average collision time (τ) relate to drift velocity in determining mobility?
How does the current density relate to total current in a conductor?
How does the current density relate to total current in a conductor?
What causes the drift of electrons in a conductor?
What causes the drift of electrons in a conductor?
What is the significance of drift velocity in the context of current flow in conductors?
What is the significance of drift velocity in the context of current flow in conductors?
Explain why certain materials and devices that do not obey Ohm's Law are still commonly used in electronic circuits.
Explain why certain materials and devices that do not obey Ohm's Law are still commonly used in electronic circuits.
Define the relationship between electric field and potential difference.
Define the relationship between electric field and potential difference.
What are Kirchhoff’s laws and their purpose in analyzing circuits?
What are Kirchhoff’s laws and their purpose in analyzing circuits?
Explain the term mobility in the context of charge carriers in a conductor.
Explain the term mobility in the context of charge carriers in a conductor.
What does the color coding on a carbon resistor indicate?
What does the color coding on a carbon resistor indicate?
How can internal resistance affect the performance of a cell in parallel with other cells?
How can internal resistance affect the performance of a cell in parallel with other cells?
Flashcards
Wirewound Resistors Material
Wirewound Resistors Material
Wirewound resistors are made from alloys like manganin, constantan, nichrome, with resistivities that don't change much with temperature.
Wirewound Resistor Range
Wirewound Resistor Range
Wirewound resistors typically have values from a small fraction of an ohm to a few hundred ohms.
Carbon Resistor Material
Carbon Resistor Material
Higher-value resistors are usually made of carbon.
Carbon Resistor Size
Carbon Resistor Size
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Resistor Color Code Purpose
Resistor Color Code Purpose
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Resistor Color Code Bands
Resistor Color Code Bands
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Resistor Tolerance
Resistor Tolerance
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Resistor Color Code Table
Resistor Color Code Table
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Kirchhoff's Rules
Kirchhoff's Rules
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Kirchhoff's First Rule (Junction Rule)
Kirchhoff's First Rule (Junction Rule)
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Kirchhoff's Second Rule (Loop Rule)
Kirchhoff's Second Rule (Loop Rule)
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Emf (Electromotive Force)
Emf (Electromotive Force)
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Internal Resistance
Internal Resistance
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Parallel Combination of Cells
Parallel Combination of Cells
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Effective Emf (εeq)
Effective Emf (εeq)
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Effective Internal Resistance (req)
Effective Internal Resistance (req)
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Mobility (µ)
Mobility (µ)
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Mobility Units
Mobility Units
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Mobility Formula
Mobility Formula
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Ohm's Law Deviations
Ohm's Law Deviations
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Non-Linear V-I Relationship
Non-Linear V-I Relationship
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Voltage Dependent Current
Voltage Dependent Current
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Multi-Valued V-I Relationship
Multi-Valued V-I Relationship
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Non-Ohmic Materials
Non-Ohmic Materials
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Study Notes
Current Electricity
- Introduction:
- Chapter 1 considered charges at rest.
- Charges in motion constitute an electric current.
- Examples of natural currents include lightning.
- Steady currents are also common in many devices.
Electric Current
- Definition:
- Imagine a small area held normal to the charge flow direction.
- Net positive charge flow (forward minus backward) in a given time period (q₁).
- Net negative charge flow (forward minus backward) in that same time period (q_).
- Net charge (q) is proportional to time (t) for a steady current, q = q₁ − q_.
Currents in Conductors
-
Free Charges:
- Free charges exist in atoms and molecules that are bound to each other.
- In conductors, some electrons are practically free to move in the material.
-
Conductors vs. Insulators:
- In conductors, electrons can move freely, leading to current.
- In insulators, electrons are tightly bound, hindering current flow.
-
Electric Field Effect:
- Charges in conductors will move if an electric field is applied.
- In conductors, the current is carried by negatively charged electrons, with fixed positive ions.
Ohm's Law
-
Statement:
- The current (I) flowing through a conductor is directly proportional to the potential difference (V) across it.
- V = IR
-
Resistance (R):
- The constant in Ohm's Law is the resistance of the conductor.
- Resistance (R) is measured in ohms (Ω).
-
Resistance Dependence:
- Resistance depends on the material, length, and cross-sectional area of the conductor.
- R = ρL/A
Resistivity
-
Definition:
- Resistivity (ρ) is a material property.
- R = ρL/A
-
Temperature Dependence:
- Resistivity changes with temperature.
- ρ₁ = ρ₀[1 + α(T − T₀)]
Temperature Dependence of Resistivity
- Metals:
- a is positive, resistivity increases with temperature.
- Resistivity changes linearly with temperature over a limited range.
- Insulators/Semiconductors: -Resistivity decreases with temperature.
Electrical Energy and Power
- Power Dissipation in a Circuit:
- Power dissipated (P) is proportional to IV.
- P = I²R = V²/R
Cells, EMF, and Internal Resistance
-
Electromotive Force (ε):
- Potential difference between the terminals of a cell in an open circuit.
-
Internal Resistance (r):
- Resistance within the cell itself.
-
Circuit with Internal Resistance:
- V = ε - Ir
Parallel and Series Resistor Combinations
- Series Combination:
- Resistors in a line configuration.
- Equivalent resistance (Req) = R₁ + R₂ + ... + Rn
- Parallel Combination:
- Resistors connected across each other.
- 1/Req = 1/R₁ + 1/R₂ + ... + 1/Rn
Kirchhoff's Rules
- Junction Rule:
- Sum of currents entering a junction equals the sum of currents leaving.
- Loop Rule:
- Sum of voltage changes around a closed loop is zero.
Wheatstone Bridge
- Balanced Condition:
- R₁/R₂ = R₃/R₄
Meter Bridge
- Measuring Unknown Resistance:
- Technique using a known resistance and a sliding contact to provide balance.
Potentiometer
- Variable Resistance:
- Precise measurement of potential difference.
- Uses a wire of uniform cross-section.
- Internal Resistance Measurement:
- Useful measurement technique using the method of comparing potential differences.
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