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Physics 112

shaikha English 26 cards

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  1. 1positon as a function of time for an object moving with constant acceleration.Velocity as a function of position for an object moving with constant acceleration.
  2. 2equations Vx=v1x+at (only used if t known) X=X1+v1xt+1/2at^2 (Gives X if t known)Vx^2=V1x^2+2ax(X-X1)
    N{gives Vx if X is known}
  3. 3Newtons 1st law: an object at rest will stay at rest and an object in motion stay in motion with the same speed and direction unless acted upon by an unbalanced forceFriction = pulling force
    (constant speed)
    Friction < Pulling speed
    (acceleration)
  4. 4Newton's 2nd. Law: the vector sum of all forces acting on an object equals the objects mass times its acceleration.ΣF= m.a
    ΣFx= m.ax
    ΣFy= m.ay
  5. 5Newton's 3rd. law: For every action, there is an equal and opposite reaction.F a on b = -F b on a
  6. 6work: when an object goes along displacement S along a straight line, while constant force F in the direction of displacement is applied to it.the work done by force is
    W= F.S
    unite Jouls
  7. 7Average power: when a quantity of work Δw is done, during a time internal Δt, the average power or work per unit time is defined as Pav = ΔW/Δt unit = watt (w) = Jouls /s (J/s)Pav= F. Vav
    P = F . Vinsta
    1 hours power(hp)=746 Watt
  8. 8circular motion: at any point the direction of acceleration is always to the center.even if the velocity is constant there is an acceleration because the velocity changes its direction which means acceleration.
  9. 9Newtons law of gravitation: every particle of matter in the universe attracts every other particle with a force that is directly propotional to the product of the mass of the particle and inversely proportional to the square of the distance between them.Fg=G (m1.m2)/r2
    m1= mass of the first object
    m2= mass of the second object
    r2= Distance between the two objects
    G is constant = 6.674x10-11 N.m2/K.g
  10. 10Momentum: It is the product of the mass (m) by the velocity V P=mVTotal momentum: the sum of the momenta (plural of moment) of the object
    P=Pn+Pb+Pc+….
  11. 11Conversion of momentum: the total momentum of a system is constant whenever the vector sum of the external forces on the system is zero.i.e the total momentum of an isolated system is constant.
  12. 12the colliding objects stick together and move as one object after the collision.Ma (Vai,x)+Mb(Vbi,x)=(Ma+Mb)(Vf,x)
  13. 13Definition of impulse: when a constant force F acts on an object the impulse of the force is defined by J is the force multiplied by the time internal during which it acts .J=F.(tf-ti)=F.Δt
    Relationship of the impulse to change in momentum
    J=ΔP = F.Δt = F.(tf-ti)
  14. 14Center of mass: Postion Xcm= (ma.Xa)+(mb.Xb)+.../ma+mb+.. Ycm= (ma.ya)+(mb.yb)+.../ma+mb+..Center of mass for velocity
    Vcm= (ma.Va)+(mb.Vb)+.../ma+mb+..
  15. 15Amplitude: is the maximum magnitude at the displacement from equilibriumCycle: is one complete round trip.
    i.e A to -A back to A
  16. 16Periode (T): is the time for one whole cycle. Unite is second T=1/fFrequency (f): is the number of cycles in one second
    Unit Hertz (Hz)
    f=1/T
  17. 17Angular frequency (w): is the 2π times the frequencyw= 2.π.f
    w= 2.π.1/T
    Unit Rad/Sec
  18. 18Energy in simple hormonic motion: E=1/2 m.Vx^2 + 1/2 K.X^2 =constantVx=+-√(k/m).( √(A^2 )-x^2
    K: Spring constant
    m: Mass of the object
    A: Maximum displacement
    X: The position of the object
  19. 19Frequency of a simple hormonic motion in the terms of mass and spring constant: f=1/2π .√(k/m)period of a simple hormonic motion in the terms of mass and spring constant:
    T=1/f=2π .√(m/k)
  20. 20The simple Pendulum: Frequency f=1/2π .√(g/L) L= Length of the robSimple pendulum:
    Periodic time
    T=1/f=2π .√(L/g)
  21. 21Transverse wave: the movement of the particle are perpendicular to the direction of the speed of the waveV= λf = λ/T
    V: speed of the wave (m/s)
    λ: Wave length (m)
    T: period (sec.)
    Speed of the transverse wave in a rope:
    v= √Ft/M
    Ft: tension of the rope (N)
    M: mass per meter of the rope (Kg/m)
  22. 22Fundamental frequency of the vibrating string: f1= 1/2L√Ft/M Ft: String Tention (N) M: mass per meter (kg/m) L: length of the stringOther frequencies:
    fn=nf1
    fn=n λ/2L
    λn=2L/n
  23. 23Density: if the mass m of material has volume v, its density is ρ=m/v (kg/m^3)Pressure:
    the pressure P on a plane surface area of A is
    P=F/A
    (N/m^2)=Pa{pascal}
    F: is the vertical force exerted on that surface.
  24. 24Pascal's law: pressure applied to an enclosed fluid is transmitted to every portion of the fluid and the walls of the container- Pressure depends only on the depth.
    - the shape of the container does not matter.
    P=F1/A1=F2/A2=…1
    From 1
    F1=A1/A2.F2
  25. 25Continuty equation: Δv/Δt=A1V1=A2V2 Δv=change in volume Δt=change in time Δv/Δt=Flow rate (m^3/s) A1=tube cross section area V1,2= Speed of the fluid at cross section Less cross section area less velocity.Bernoulli's equation:
    it relates pressure, flow speed and hight in a fluid.
    P1+ρgy1+1/2ρV1^2=P2+ρgy2+1/2ρV2^2
    P= pressure at point 1
    ρ= fluid density
    y= hight of the fluid at point
    V= speed flow of the fluid at point
  26. 26Statics: Moment/torque: moment= distance X vertical force on the distanceNote: if the moment direction is counter clockwise it is considered positive
    if it is clockwise it is considered negative.

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