Electric Current Physics

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Last updated 5:09 PM on 6/6/26
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25 Terms

1
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electric current

the flow of charged particles

  • measured by the amount of charges that pass per second

  • only flows when there is a potential difference/voltage

2
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What is the equation for current?

I= q/t

  • I= current (amps)

  • q= charge (coulombs)

  • t= time (IN SECONDS)

3
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resistance

  • opposition to a flow of current

  • unit = ohms (Greek letter)

  • variable= R

  • due to collisions between electrons and fixed atoms

4
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What are the three parts to an electrical current?

  • current, resistance, battery (source of potential difference)

5
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What is the relationship between current, voltage, and resistance?

  • higher the resistance —> lower the current (inverse relationship)

  • higher the voltage= more potential difference —> faster current (directly proportional)

6
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Ohms law

  • V=IR or any variation of this

7
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circuit diagrams

  • a way to draw circuits

  • short line next to a longer line = battery (voltage)

  • resistor = squiggly line

  • connect with a wire/ a line

8
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What does an ammeter measure?

  • measures amps so CURRENT

  • needs to be placed in the circuit/ in series

  • if you want to measure the current coming out of a specific resistor then put it in line with that resistor

9
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What does a voltmeter measure?

  • volts so the potential difference of a resistor

  • has to be placed on either side of a resistor

<ul><li><p>volts so the potential difference of a resistor </p></li><li><p>has to be placed on either side of a resistor </p></li></ul><p></p>
10
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Electrical power

  • work over time = power (units = WATTS)

  • P=VI=I²R=V²/R (in ref table)

  • the equation you use depends on the the variable you have

11
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What is another way to say power?

  • at what rate is electrical energy transformed in the light bulb

  • rate of energy

12
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What happens in terms of energy when an electron hits an atom/ the resistance?

  • electrical energy is transformed into thermal energy

  • resistance = more collisions = more heat generated

13
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Electrical energy

  • basically same kind of formula as with power but solved for work and has time (in seconds)

  • W=VIT=I²RT= V²T/R

  • in ref table

14
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What determines resistance?

  • bigger the area —> less resistance (more space for current to travel through)

  • longer something is → more resistance (more atoms to bump into)

  • material also affects resistance

15
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resistivity

a material’s ability to resist the flow of electrical charge (how much it can resist)

  • Variable = slanted p (Greek r)

  • Units= Ohms x meters

  • will have to look up the resistivity in ref table (like coefficient of friction) depending on the material (also has the units)

  • metals have a low resistivity (lets current/ electrons go through them)

16
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resistivity equation

R= slanted p L/A

R= resistance (ohms)

slanted p= resistivity (ohms x meters) (100 cm = 1 m)

L= length (meters)

A= cross sectional area (m²)

  • If a problem says 20 Celsius it is a resistivity problem (not actually relevant to solving)

17
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series circuit

one device is connected after another in a simple loop

  • current only has one path to take

  • voltage is DIFFERENT (add up voltage of each resistor to get total)

  • current is the SAME

  • the total resistance = just add up the separate resistances

<p>one device is connected after another in a simple loop </p><ul><li><p>current only has one path to take </p></li><li><p>voltage is DIFFERENT (add up voltage of each resistor to get total) </p></li><li><p>current is the SAME </p></li><li><p>the total resistance = just add up the separate resistances </p></li></ul><p></p>
18
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What is the analogy for a series circuit?

  • waterfalls that flow from high potential to low potential

  • start at different heights and are different heights (have different voltages)

  • but the current has to stay the same otherwise the water would run out or overflow (current has to be the same)

<ul><li><p>waterfalls that flow from high potential to low potential </p></li><li><p>start at different heights and are different heights (have different voltages) </p></li><li><p>but the current has to stay the same otherwise the water would run out or overflow (current has to be the same) </p></li></ul><p></p>
19
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How would a break in a series circuit affect the other resistors/ lightbulbs?

  • everything would go out

  • no elections flowing/ no current

20
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Parallel Circuits

  • several paths for the current to take

  • resistors are parallel to each other

  • the current is DIFFERENT

  • voltage is SAME (at the same height = no potential difference in relation to each other)

21
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Parallel circuits waterfall analogy

  • the waterfalls are at the same height —> has the same potential difference

  • there is a different amount of water flowing in each —> current changes in each resistor

<ul><li><p>the waterfalls are at the same height —&gt; has the same potential difference</p></li><li><p>there is a different amount of water flowing in each —&gt; current changes in each resistor </p></li></ul><p></p>
22
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How do you find the total resistance in a parallel circuit?

1/Rt = 1/R1 + 1/R2

  • take each resistor and put it under one

  • solve BUT you have to FLIP the fraction in order to find Rt NOT 1/Rt

23
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How does a break in a parallel circuit affect the circuit?

  • does not affect the other branches

  • there are still other paths for the electrons to go

24
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Kirkoff’s Rule

  • current going in = current going out

  • if 10A is going in and then comes to a junction (multiple paths), the current in has to equal the current going out

  • if 10 A is in, 10 A has to go out

25
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Example of Kirkoff’s rule?

  • 5A and 7A in (12A) - only 3A out what value has to also be going OUT 9A because 12= 9+3