MCAT Physics and Math - Circuits

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40 Terms

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current

the flow of positive charge

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metallic conductivity

seen in solid metals and the molten forms of some salts; sea of electrond

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electrolytic conductivity

seen in solutions; depends on the strength of a solution; measured by placing the solution as a resistor in a circuit and measuring changes in voltage across the solution

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Conductance

reciprocal of resistance

unit: siemens (S)

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conductivity

act as a medium through which current can pass

Siemens per meter (S/m)

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metallic bond

visualized as a sea of electrons flowing over and past a rigid lattice of metal cations; equal distribution of the charge density of free electrons across all of the neutral atoms within the metallic mass

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current (I)

amount of charge Q passing through the conductor per unit time ∆t

unit: ampere (1 A = 1 C/s)

<p>amount of charge Q passing through the conductor per unit time ∆t</p><p>unit: ampere (1 A = 1 C/s)</p>
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direct current (DC)

charge flows in one direction only

ex. household batteries

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alternating current (AC)

flow changes direction periodically

ex. supplied over long distances to homes and other buildings

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potential difference (voltage)

produced by an electrical generator, a galvanic (voltaic) cell, a group of cells wired into a battery,

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electromotive force (emf or ε)

no charge is moving between the two terminals of a cell that are at different potential values; “pressure to move” that results in current

units: volts or joules/coulomb

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Kirchhoff’s Junction Rule

At any point or junction in a circuit, the sum of currents directed into that point equals the sum of currents directed away from that point.

Iinto junction = Ileaving junction

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Kirchhoff’s Loop Rule

Around any closed circuit loop, the sum of voltage sources will always be equal to the sum of voltage (potential) drops

Vsource = Vdrop

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Resistance

opposition within any material to the movement and flow of charge

unit: ohms (Ω)

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resistors

Conductive materials that offer amounts of resistance between conductors (no resistance) and insulators (very high)

where ρ is the resistivity, L is the length of the resistor, and A is its cross-sectional area

<p>Conductive materials that offer amounts of resistance between conductors (no resistance) and insulators (very high)</p><p>where ρ is the resistivity, L is the length of the resistor, and A is its cross-sectional area</p>
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resistivity (ρ)

number that characterizes the intrinsic resistance to current flow in a material; greater resistance at higher temperatures

unit: ohm–meter (Ω · m)

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conduction pathways

number of pathways through the resistor; inversely proportional to resistance

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Ohm’s Law

basic law of electricity because it states that for a given magnitude of resistance, the voltage drop across the resistor will be proportional to the magnitude of the current

V = IR

where V is the voltage drop, I is the current, and R is the magnitude of the resistance

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internal resistance (rint)

wires and emf sources often have some small amount of resistance

V = Ecell – irint

where V is the voltage provided by the cell, Ecell is the emf of the cell, i is the current through the cell, and rint is its internal resistance

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secondary batteries

can be recharged; external voltage is applied in such a way to drive current toward the positive end of the secondary battery; galvanic (voltaic) cell when it discharges and as an electrolytic cell when it recharges

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Power

ratio of work (energy expenditure) to time; rate at which energy is dissipated by a resistor;interconverted by substitution using Ohm’s law

<p>ratio of work (energy expenditure) to time; rate at which energy is dissipated by a resistor;interconverted by substitution using Ohm’s law</p>
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Resistors in Series

voltage drops are additive

Rs = R1 + R2 + R3 + ⋯ + Rn

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equivalent/resultant resistance

set of resistors treated as a single resistor with a resistance equal to the combination of the individual resistances, in series or parallel

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Resistors in Parallel

inverse relationship between the portion of the current that travels through a particular pathway and the resistance offered by that pathway; when n identical resistors are wired in parallel, the total resistance is given by R/n

<p>inverse relationship between the portion of the current that travels through a particular pathway and the resistance offered by that pathway; when n identical resistors are wired in parallel, the total resistance is given by R/n</p>
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Capacitors

hold charge at a particular voltage; charge on the capacitor increases

ex. defibrillator

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discharging

releasing charge

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capacitance

ratio of the magnitude of the charge stored on one plate to the potential difference (voltage) across the capacitor

unit: farad (1 F = 1 C/V)

<p>ratio of the magnitude of the charge stored on one plate to the potential difference (voltage) across the capacitor</p><p>unit: farad (1 F = 1 C/V)</p>
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parallel plate capacitor

where ε0 is the permittivity of free space A is the area of overlap of the two plates, and d is the separation of the two plates

<p>where ε0 is the permittivity of free space A is the area of overlap of the two plates, and d is the separation of the two plates</p>
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uniform electric field

separation of charges between the capacitor plates with parallel field vectors from the positive plate toward the negative plate

<p>separation of charges between the capacitor plates with parallel field vectors from the positive plate toward the negative plate</p>
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potential energy stored in a capacitor

knowt flashcard image
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dielectric material

insulation; decreases capacitance

C′ = κC

where C′ is the new capacitance with the dielectric present and C is the original capacitance

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dielectric constant (κ)

measure of insulating ability; a vacuum has a dielectric constant of 1, by definition

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Capacitors in Series

total capacitance decreases in similar fashion to the decreases in resistance seen in parallel resistors

<p>total capacitance decreases in similar fashion to the decreases in resistance seen in parallel resistors</p>
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Capacitors in Parallel

resultant capacitance that is equal to the sum of the individual capacitances

Cp = C1 + C2 + C3 + ⋯ + Cn

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meters

devices that are used to measure circuit quantities in the real world

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Ammeters

measure the current at some point within a working circuit; wired in series; ideal no resistance

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voltmeter

used to measure the voltage drop across two points in a circuit; wired in parallel; ideal infinite resistance.

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ohmmeter

calculate resistance by knowing the ohmmeter’s voltage and the current created through another point in the circuit; does not require a circuit to be active