Physics I Flashcards
Adding and Subtracting Vectors
Head to tail method
Component method
Force
any influence capable of causing a mass to accelerate
capacitors in series
inverse of the sum of inverses
Projectiles
falling bodies in two dimensions
Mass
Temperature
Time
Scalar
force with a pulley
F=mg/#ropes
Fnet=ma
Newton’s second law
Potential energy in a fluid per unit volume
PE=pgh (p is density)
equipotential lines are drawn
perpendicular to field lines
Capillar action
ability of a liquid to flow in narrow spaces without the assistance of external forces
what direction is the force of friction
opposite the direction of motion
Time in the air
(2Vy)/g
Center of mass
weighted average of mass distribution
field
invisible influence that can exert a force on a mass or charge
is mechanical energy conserved
yes, in the absence of non-conservative forces
Specific gravity
a ratio that describes how dense something is compared to water
SG=Dsubstance/Dwater
Action-reaction
Newton’s third law
two vertical lines of equal length
capacitor
Inertia
the ability of an object to resist a change in its velocity
A constant forces causes a
constant acceleration
current into a node=
current ot of a node
G is analogous to
K
non-conservative forces
friction, drag, air resistance
what is theta in calculating a magnetic field
angle between v and B
isolated system
no flow of matter or energy
heat energy
dissipated as heat, usually from a collision or from a current-carrying wire
G
6.67e-11 (m^3)/kg*s^2)
sin(0)
0
what type of current producing a sine wave
alternating
his analogous to
r or d
changing plate thickness causes what change to capacitance
none
Min potential energy of a pendulum
At the bottom of the arc
Static friction
occurs without sliding
m is analogous to
q
heat is energy transfer via
energy flow
for the same two surfaces, is kinetic or static friction more?
static friction is more
Kinetic friction
occurs with sliding
units of B in magnetism
Nc/Cm
kg/A*s^2
Q
ratio of charges
strength of gravitational field
g=Gm/r^2
Density
Degree of compactness of a substance
D=m/v
“exactly balanced”
equilibrium
equation for capacitance
C=Q/V
Period of a mass on a spring
T=2pi*sqrt(m/k)
tails of field lines point to
positive charge
Displacement
Momentum
Weight
Vector
What does a positive displacement versus time slope represent?
motion to the right
V= in a circuit
0
what always is true at equilibrium
net force is zero
energy transfer via force
work
PE(capacitor)= (2 equations)
1/2CV^2=1/2VQ
What value is changing with time?
y axis
Center of buoyancy
at the center of mass of the fluid displaced
AxBx*AyBy
Dot product
shorter line in a battery
negative
formula for resistance
R=pL/A
p-resistivity
L- length
A- cross sectional area
battery
electron pumps that push electrons onto the negative terminal
Force of friction
Ff=uFn=umgcos(theta)
u- for static or kinetic friction
equations for power
P=(deltaE)/t
P=W/t
P=Fdcos(theta)/t
gh is analogous to
V
Period of a pendulum
T=2pi*sqrt(L/g)
Elastic potential energy
potential energy stored in a compressed spring
PE=0.5k(deltaX)^2
increasing temperature on resistivity
linear increase
formula for torque
T=F*l
T=mgl
T=Frsin(theta)
Pascal’s Law
pressure is transmitted in all directions, undiminished, through a contained, incompressible liquid
change in pressure at any point in a confined, incompressible fluid causes the same change at every point
machines reduce
the force necessary to do an amount of work
diagonal circuit break line
switch
what happens to a dipole when exposed to an electric field
aligns with the field
two vertical lines of unequal length
battery
voltage is
electrical potential
Air resistance
the force exerted on projectiles or falling bodies due to actual physical collisions with air molecules
electric potential energy of a constant electric field
PE=qEd
Hooke’s law
F=k(deltaX)
DeltaX is the displacement of the spring from its equilibrium point
in what type of system is energy conserved
isolated
Action-reaction pairs
Bat hitting a ball
Balloon
Standing on the ground
strength of a point charge electric field
E=Kq/r^2
point charge fields depend on
distance
Unit of force
Newton
(kg*m)/s^2
static equilibrium
objects at rest
point charge fields are most similar to
gravity in space
Capacitor
store energy and charge by holding electrons on plates separated by a small distance
increasing dielectric strength causes what change to capacitance
increase
Normal force
Fn=mgcos(theta)
Tension
force in a rope, string, cable
negative charges in magnetism
south poles
increasing distance between plates causes what change to capacitance
decreases (increases voltage)
work-energy theorem
work=KE(final)-KE(initial)
rsin(theta) is always equal to
l
Hooke’s law is used for?
Springs
definition of voltage
amount of potential energy a system is capable of storing per unit charge
Ohm’s Law
V=IR
energy transfer via energy flow
heat
Range
Horizontal distance traveled
Vx*t
KE=
1/2mv^2
insulator
internal electrical charges do not flow freely
direct current
an electric current flowing in one direction only
force applied across a distance
work
(-) versus (+) charge
electrons versus deficiency of electrons
cos(90)
0