Draw a Picture for a Scenario in Which You Would Use the Equation

Draw a Picture for a Scenario in Which You Would Use the Equation

<p>For each equation</p><p> Draw a picture for a scenario in which you would use the equation</p><p> List what quantity each letter represents</p><p> List units for each letter</p><p> hanging rope F=λgy</p><p>If nonconservative forces</p><p> Power</p><p>Rate of energy transfer </p><p> Center of mass</p><p> Momentum</p><p> Collisions</p><p> then </p><p>Elastic : Momentum and Energy is conserved! v1i+v1f=v2i+v2f</p><p>Inelastic: only momentum conserved!</p><p>Completely inelastic: momentum conserved but max </p><p> Impulse</p><p>Impulse increases when object bounces due to change of direction</p><p> Rotation</p><p>Tangential displacement </p><p>Tangential acceleration and angular acceleration are zero if angular velocity is constant</p><p> Constant angular acceleration equations</p><p> Moment of inertia</p><p> disk or cylinder: Rod: </p><p> Angular Momentum</p><p> then </p><p>If pinned down means linear momentum not conserved, but no net external torque means angular momentum is conserved  Torque</p><p> Rotational Kinetic Energy</p><p> Rolling pure rolling: f(R)=Iα could be tension instead of friction down Incline: mgsin a=Rα slipping f=-ma </p><p> Work</p><p> Power</p><p> Static Equilibrium</p><p>Hanging signs, ladders</p><p> Gravity</p><p>Kepler 1. Elliptical orbits, sun/planet at focus (faster sun/planet at near focus, slower sun/planet at far focus)</p><p>1. Radius vector sweeps out equal areas in equal times mvr=mvr</p><p>2.</p><p> Gravitational Potential Energy</p><p> Escape velocity</p><p> Newton’s Universal Law of Gravitation</p><p>R=radius of circle r=center to center Inside planet R= Radius of Planet </p><p> Acceleration due to gravity  Oscillations</p><p>Definition of simple harmonic motion </p><p> Energy</p><p> Pendulum</p><p>Electricity and Magnetism Significant Equations</p><p>Point Charges</p><p> Coulomb’s Law: Force between two charges</p><p></p><p> Force on a point charge due to Electric Field</p><p>N/C or V/m</p><p> Gauss’s Law (Graphs!) conductors vs insulators</p><p>Subtract for empty space A=2 A=4 r2</p><p> Electric Potential Energy due to an electric field</p><p> Electric Potential Energy between two point charges</p><p> Work to bring charge distribution together</p><p> Electric Potential due to an Electric Field (Constant inside conductors) : start at infinity: If constant E then </p><p> Electric potential due to a point charge</p><p>(equipotential lines=circles around a point charge, scalar...add!)</p><p> Electric potential due to many point charges</p><p> Capacitance</p><p>Farads dielectric </p><p> Energy stored in capacitors</p><p></p><p> Parallel Plate</p><p>This is true only because E=uniform between plates</p><p>Battery connected Voltage doesn’t change</p><p>Battery not connected charge on capacitor doesn’t change</p><p> Capacitors in Series</p><p></p><p> Cylindrical/spherical capacitors</p><p>(outside in) </p><p> Electric Current</p><p> Current Density</p><p> used for Ampere's Law  Drift velocity</p><p> Ohm’s Law</p><p> Resistivity</p><p></p><p> Power</p><p>Watts (rate of energy) Energy =</p><p> Resistors in Parallel</p><p> Resistors in Series</p><p> Kirchhoff Rules</p><p> RC charging( graphs!!! initially capacitor acts like a wire)</p><p> i=dq/dt </p><p> RC discharging (maintain voltage) ( graphs!!! initially capacitor acts like battery)</p><p> Magnetic Force on a point charge due to a magnetic field</p><p> Magnetic force on a wire due to a magnetic field</p><p>: electric motors</p><p> Magnetic force between two wires</p><p> currents the same direction attract  Velocity selector (constant velocity)</p><p> mass spectrometers</p><p> Torque on a loop due to a magnetic field</p><p> motors</p><p> Hall Effect- piece of metal/measuring voltage across, use left hand for electrons!!!</p><p> B-S Law (rings of wire)</p><p>Multiply by cos θ if ring on an axis </p><p> Solenoid (know derivation)</p><p>: n= number of turns per unit length of solenoid</p><p> Ampere’s Law</p><p> inside vs. outside wires</p><p> Torrid</p><p>: N=number of turns</p><p> Magnetic Induction</p><p>Webers CALCULUS</p><p> Faraday’s / Lenz’s Law</p><p> ds=2πr : generators</p><p></p><p> Inductance</p><p> Inductor</p><p></p><p></p><p> (inductors maintain current)</p><p> Energy Stored in an inductor</p><p> LC circuit</p><p></p><p>Gauss’ Law </p><p>Gauss’ Law for Magnetism </p><p>Faraday’s Law </p><p>Ampere’s Law with Maxwell’s displacement current </p><p> Transformer </p>

View Full Text

Details

  • File Type
    pdf
  • Upload Time
    -
  • Content Languages
    English
  • Upload User
    Anonymous/Not logged-in
  • File Pages
    10 Page
  • File Size
    -

Download

Channel Download Status
Express Download Enable

Copyright

We respect the copyrights and intellectual property rights of all users. All uploaded documents are either original works of the uploader or authorized works of the rightful owners.

  • Not to be reproduced or distributed without explicit permission.
  • Not used for commercial purposes outside of approved use cases.
  • Not used to infringe on the rights of the original creators.
  • If you believe any content infringes your copyright, please contact us immediately.

Support

For help with questions, suggestions, or problems, please contact us