Circuits III

  1. Connecting Potential and Current
    A battery is a source of _______ _______. The current that flows through a wire connecting the battery terminals is a consequence of the ______ _______. Because the ends of the wire are connected to the terminals of the battery: 
    ΔVwire = ______
    The potential difference causes a current in the direction of _______ potential
    • potential difference 
    • potential difference 
    • ΔVwire = ΔVbat
    • decreasing
  2. Experiments show that there are two factors that determine the current (name them)
    The current is ______ ______ to the potential difference. 
    Adding a second battery ______ the potential difference, which ______ the electric field and, as a result, ______ the current
    • potential difference and the properties of the wire
    • directly proportional 
    • increases
    • increases
    • increases
  3. Define a quantity called the resistance R that relates to the properties of the wire. 
    A ______ resistance implies that it is hard to move charges through the wire. The current depends on the ______ of the wire and the ______ ______ between the ends of the wire:
    I = ______
    • Resistance: a measure of how hard it is to push charges through a wire 
    • large
    • resistance 
    • potential difference 
    • I = ΔVwire/R
  4. The resistance of a wire depends on its _______ and the _______ of its materials. 
    Resistivity is a property of the ______, it does not depend on the ______ and ______ of the material
    Resistance characterizes a specific piece of the _______ having a specific _______. Short, thick wires have _______ currents and long, thin wires have ______ currents. A copper wire carries a ______ current than an iron wire of the same dimensions
    • dimensions and resistivity
    • material
    • shape and size
    • conductor 
    • geometry
    • large
    • small
    • larger 
  5. State the formula for Resistance and explain its components. State the units
  6. Resistivity, ρ characterizes the _______ properties of materials
    An ideal (perfect) conductor would have ______ resistivity
    An ideal insulator would have _______ resistivity
    The resistivity of a metal ________ with increasing temperature
    The inverse of the resistivity is the _______. (state the formula)
    • electrical
    • zero
    • infinite 
    • decreases
    • conductivity
    • σ = 1/ρ = L/RA
  7. B. delta V/I = .5/25 = .02 Ω
  8. B. check notes
  9. 2,3, and 5 but only 2 and 3 are available so D.
  10. Different tissues in the body have different resistivities. Fat has a _______ resistivity than muscle, and so a higher resistance in the body indicates a higher portion of _____. Electrical impedance tomography passes a ______ ______ through a patient's torso to measure the resistance of intervening tissue
    • higher resistivity
    • fat
    • small current
  11. An image of a patient's torso generated from the resistance between many pairs of electrodes shows _______ resistance in red and _______ resistance in blue. 
    Blood is a better _______ than tissue of the heart and lungs, so the motion of blood _______ the patient's resistance of the heart and ________ that of the lungs.
    In a patient with circulatory problems, any deviation from normal blood flow would lead to _______ patterns of resistance in this image
    • decreasing
    • increasing
    • conductor
    • decreased
    • increased 
    • abnormal
  12. State Ohm's Law and the formula it yields for current
    Ohm's Law is NOT a fundamental law of nature: 
    ☞It is limited to those materials whose resistance R ______ ______ during use
    ☞Materials that obey Ohm's Law are said to be ______
    • Ohm's Law: describes the relationship between the potential difference across a conductor and the current passing through it:
    • I = ΔV/R (R is resistance)
    • remains constant 
    • ohmic
  13. The current through an ohmic material is _____ ______ to the potential difference.
    • directly proportional 
  14. Non-ohmic materials are those whose resistance changes with ______ or ______.
    ☞The current-voltage relationship is ______
    ☞State three important examples:
    • current or voltage 
    • nonlinear 
  15. Define Resistors
    There are a few basic types that will be very important as we start to look at electric circuits in detail, name them
    • Circuit Elements
    • Heating Elements
    • Sensor Elements
  16. Heating Elements
    As charges move through a resistive wire, their electric energy is transformed into ______ energy, heating the _____. _____ in a toaster, a stove burner, or the rear window defroster of a car are practical examples of this electric heating
    • thermal 
    • wires 
    • wires
  17. Inside many electronic devices is a ______ board with many small cylinders. These cylinders are resistors that help control ______ and ______ in the circuit. The colored bands on the resistors indicate their _______ values
    • circuit board 
    • currents and voltages 
    • resistance values
  18. A resistor whose resistance changes in response to _______ circumstances can be used as a sensor. The resistance of this night-light sensor changes when ______ strikes it. A ______ detects this change and turns off the light during the day
    • changing 
    • daylight 
    • circuit
  19. For the ideal-wire model, two wires are connected to a resistor. 
    For an ideal wire: 
    R = ____
    ΔVwire = ____ = ____
    For the resistor R: 
    ΔVresistor = _______
    This is the amount of _______ drop across the resistor
    • R = 0Ω
    • ΔVwire = IR = 0
    • ΔVresistor = IRresistor
    • potential drop
  20. Label the diagram 

    a) The current is ______ along the wire-resistor-wire combination

    b) In the ideal-wire model, there is no ______ drop along the wires. All the voltage drop is across the ______
    • constant
    • voltage drop 
    • resistor 
  21. Current moves in the direction of _______ potential, so there is a ______ drop when the current passes through the resistor _____ to _____.
    The electric field in a resistor carrying a current in a circuit is _______. The strength of the electric field is: 
    E = ____
    Label the diagram 

    The electric field inside the resistor is ______ and points from ______ to _____ potential 
    The current is in the direction of _______ potential
    • decreasing potential 
    • voltage drop
    • left to right 
    • uniform 
    • E = ΔV/L 
    • uniform
    • high to low potential 
    • decreasing 
  22. Consider the circuits shown and assume the wires have no resistance. 
    In reality, there is also an _______ resistance, r, in the battery, where terminal voltage is NOT equal to the _____
    • internal resistance 
    • emf
  23. Consider the circuit diagram
    The battery within the dashed rectangle is modeled as an ideal, _____-resistance source of emf in series with the internal resistance r
    The terminal voltage is:
    ΔV = ______
    The emf is then: 
    ε = ____ + ____
    Solving for current gives: 
    I = _______
    Which shows that the current in this simple circuit depends on both the _______ (__) _______ to the battery and the ________ _______ (__)
    • zero-resistance
    • ΔV = ε - Ir
    • ε = IR + Ir
    • I = ε/(R+ r)
    • resistance (R) external 
    • internal resistance r
  24. Batteries connected one after the others are in ______. The total potential difference is the sum of the ________ ________ of each battery
    • series 
    • potential differences 
  25. A battery not only supplies a potential difference but also supplies ________. The charge escalator transfers the _______ _______ to the electric potential energy (U) of the charges. That energy is then _______ as the charges move through the lightbulb, keeping the filament warm and glowing.
    • energy
    • chemical energy (Echem)
    • dissipated
  26. Chemical energy in the battery is transferred to ______ ______ of the charges in the current. The charges lose energy in ______ as they pass through the filament of the bulb. This energy is transformed into the ______ energy of the glowing filament 
    • potential energy
    • collisions
    • thermal energy
  27. A charge q gains potential energy ΔU = ____ as it moves through a potential difference ΔV.
    The potential difference of a battery is ΔVbat = ___, so the battery supplies ΔU = ____
    to charge q as it lifts the charge up to the charge escalator from the ______ to the ______ terminal.
    • ΔU = qΔV
    • ΔVbat = ε
    • ΔU = qε
    • negative to the positive terminal
  28. Assume a circuit as shown. The rate at which the battery supplies energy is Pbat
    Pbat = ____ = ____
    The power delivered by source of emf is: 
    Pemf = ____
    SI unit: ____ = _____
  29. In a single-resistor circuit, the battery's chemical energy is transferred to the _____ energy of the glowing filament (or resistor), raising its _______. 
    State the order of energy transformation. What happens to energy at thermal energy?
    • thermal energy
    • temperature 
    • It cannot be converted back to any stage aka why there is a light bill
  30. 1. Charge gains potential energy (U) in the _______. 
    2. As charges accelerate in the electric field, ______ energy is transformed into _______ energy, in the resistor.
    3. Collisions with atoms in the resistor transform the ______ energy of the charges into ______ energy (__) of the resistor
    • battery
    • potential energy
    • kinetic energy (K)
    • kinetic energy
    • thermal energy (Eth)
  31. The current is the same in the battery and the resistor, so PR = ____
    The power dissipated in the resistor is exactly equal to the power supplied by the _______
    The rate at which the energy is transferred from the current to the resistor is:
    PR = ___ = ___ = ___
    Alternate forms of the power equation are 
    PR = ___ = ___ = ___
    • battery
    • PR = IΔVR = I2R = (ΔVR)2/R
    • Potential difference and power are given but we don't have I, since we know R is fixed we use: (ΔVR)2/R
    • Since R is constant we know P is proportional to V2 so we have:
    • P1/V12 = P2/V22
    • P2 = (P1/V12)(V22)
    • P2 = (1.0 W/3.0 V2)(6.0 V)2
    • P2 = 36/9 = 4 W
    • R = V2/P
    • A. 10 V and 1 W
  32. A
    • R = V2/P
    • R = 182/82
    • R = 3.95
Author
chikeokjr
ID
346775
Card Set
Circuits III
Description
Circuits III
Updated