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Electricity Concepts Flashcards
Electricity Concepts Flashcards
Electricity
Importance of Electricity
Essential in modern society.
Controllable and convenient energy source for homes, schools, hospitals, and industries.
Key Questions
What constitutes electricity?
How does it flow in an electric circuit?
What factors regulate current in a circuit?
Discuss the heating effect of electric current.
11.1 Electric Current and Circuit
Definition of Electric Current
Similar to air or water currents; constitutes flow of electric charge through a conductor (e.g., metallic wire).
Example: In a torch, batteries provide flow of charges or electric current to the bulb.
A switch makes a conducting link between source and load. A closed path is called an electric circuit.
Current flows only when the circuit is closed; if broken (open circuit), current stops.
Expressing Electric Current
Current ( C) is defined as the amount of charge ( Q) passing through a cross-section of the conductor in time ( t):
I = rac{Q}{t}
Units of Current
SI Unit:
Ampere (A)
, where 1 A = 1 C/s.
Subunits: milliampere (1 mA = 10^-3 A), microampere (1 µA = 10^-6 A).
Tool to measure current:
Ammeter
, connected in series.
Example Calculation
:
Current through a bulb:
Given: I = 0.5 A, t = 10 min = 600 s.
Calculation: Q = It = 0.5 imes 600 = 300 C
11.2 Electric Potential and Potential Difference
What causes electric charge flow?
Analogy: Water flows in a pipe due to pressure difference. Similarly, charges flow due to potential difference in a conductor.
Potential Difference
: Generated by batteries, sets charges in motion.
Definition
: V = rac{W}{Q}
Where W = work done to move a unit charge Q.
Units of Potential Difference
Volt (V)
: 1 V = 1 J/C.
Measured using a
voltmeter
, which is connected in parallel.
Example Calculation
:
Work done in moving charge of 2 C across 12 V:
W = VQ = 12 imes 2 = 24 J
11.3 Circuit Diagram
Components
:
Cell (battery), plug key, electrical components, connecting wires.
Symbols for Circuit Diagram
:
Electric Cell, Battery, Switch (open/closed), Wire Joint, etc.
11.4 Ohm’s Law
Concept
: Relationship between voltage (V) and current (I) through a conductor.
Observed by
Georg Simon Ohm
.
Ohm's Law
:
V ext{ is proportional to } I
or
V = IR
Resistance (R)
:
Proportional to length (l) and inversely proportional to area of cross-section (A).
Formula:
$$ R =
ho rac{l}{A} $$
where \rho is resistivity ($ ext{ in } ext{ } ext{ } ext{ } ext{ } ext{ } ext{ } ext{ } ext{ }\Omega m $y).
Example Calculations
:
Current I from a 220 V source with R = 1200 Ω:
I = rac{220}{1200} = 0.18 A
Similarly for a 100 Ω heater:
I = rac{220}{100} = 2.2 A
11.5 Factors Affecting Resistance
Factors
:
Length of conductor: Longer = Higher Resistance (R ∝ l).
Cross-sectional area: Thicker = Lower Resistance (R ∝ 1/A).
Material: Different materials have different resistivities.
Resistivity Values
:
Conductors (e.g., Silver, Copper), Alloys (e.g., Nichrome), Insulators (e.g., Rubber, Glass).
Example
: Given R = 26 Ω, find wire resistivity and material based on diameter.
11.6 Resistance of a System of Resistors
Series Connection
:
Same current flows through all.
Total resistance:
R
s = R
1 + R
2 + … + R
n
Parallel Connection
:
Voltage across all is same.
Total current:
rac{1}{R
p} = rac{1}{R
1} + rac{1}{R
2} + … + rac{1}{R
n}
11.7 Heating Effect of Electric Current
Energy Dissipation
:
Heat produced (Joule’s law):
H = I^2 R t
Applications
:
Used in electric heaters, irons, light bulbs, etc.
Example
:
An electric iron consumes 840 W (max) at 220 V; find current and resistance.
11.8 Electric Power
Definition
: Rate of doing work:
P = VI = I^2R = rac{V^2}{R}
Units
: Watt (W) = 1 J/s, Kilowatt (kW).
Energy Calculation
: Consumed energy = Power × Time (kWh).
Summary of Key Takeaways:
Electric current is expressed in amperes.
Potential difference in volts is what sets charges in motion.
Ohm's law describes the direct relationship between voltage and current.
Resistance is influenced by the conductor's length, area, and material.
Heating effect of electric current is utilized in various appliances.
Electric power is defined in terms of voltage, current, and resistance, with practical applications in energy consumption.
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