Physical Sciences Flashcards
The four kinematic equations are:
∆d = Vot + 1/2at2
∆d = (Vavg)t
Vf2 = Vo2 + 2a∆x
Vf = Vo + at
Centripetal force:
Fc = (mv2)/r
Centripetal acceleration:
ac = v2/r
Power:
P = Work/time
Spring mechanics:
Fspring = kx
(Force of compression or stretch = spring constant X displacement of spring from equilibrium position)
Elastic potential energy:
PEspring = 1/2kx2
Simple harmonic motion (mass on a spring):
T = 2π√(m/k)
Period = 2π√(mass/spring constant)
Simple harmonic motion (pendulum):
T = 2π√(L/g)
Period = 2π√(pendulum length/acceleration of gravity)
Angular velocity:
ω = 2πf (angular velocity = 2π X frequency) ω = v/r (angular velocity = tangential velocity/radius)
Young’s Modulus:
stress/strain
(F/A)/(∆L/L)
Period of circular motion:
T = 2π/ω
(Period = 2π/angular velocity)
Ramp force:
F = mg(h/d)
(Force = mg(height of ramp/distance along its hypotenuse)
Lever force:
F = mg(Lm/Lf)
(Lm and Lf refer to lever arms for mass and applied force)
Hydraulic lift force:
F = mg(dl/ds) or F = mg(As/Al)
(dl and ds refer to distances traveled by large and small plunger; Asand Al refer to cross-sectional areas of small and large plunger)
Orbital velocity:
v = √(GM/r)
Angular momentum:
L = Iω
(angular momentum = moment of inertia X angular velocity)
Second quantum number:
l – designates sub-shell; value can be positive integer from 0-(n-1); 0 = s orbital, 1 = *p *orbital, 2 = *d *orbital, 3 = *f *orbital
Third quantum number:
m – values range from -l to l; designates orientation of corresponding orbital
Fourth quantum number:
s – spin; two values, +1/2 and -1/2
Work function (chemistry):
The amount of energy required to eject valence electrons from the surface of a solid metal
Alpha decay:
loss of one He nucleus (mass number 4, atomic number 2)
Beta decay:
A neutron is changed into a proton with the ejection of an electron
Electron capture:
A proton is changed into a neutron via capture of an electron
Positron emission:
A proton is changed into a neutron via expulsion of a positron