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Energy conservation laws in mechanics
Fluid and gas pressure
Molecular kinetics
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Vapor, fluid (liquids), solid state
Thermodynamics
Electrostatics
Continuous (direct) current
Magnetic field
Electromagnetic induction
Electric current in metals
Mechanical oscillations
Mechanical waves
Electromagnetic oscillations
Alternating current
Electromagnetic waves
Photometry
Geometrical (ray) optics
Wave optics
Quantum optics
Relativity theory
Atom and nucleus of atom
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Kinematics
Dynamics
Statics
Energy conservation laws in mechanics
Fluid and gas pressure
Molecular kinetics
Heat (thermal) phenomenons
Vapor, fluid (liquids), solid state
Thermodynamics
Electrostatics
Continuous (direct) current
Magnetic field
Electromagnetic induction
Electric current in metals
Mechanical oscillations
Mechanical waves
Electromagnetic oscillations
Alternating current
Electromagnetic waves
Photometry
Geometrical (ray) optics
Wave optics
Quantum optics
Relativity theory
Atom and nucleus of atom
Kinematics
Dynamics
Statics
Energy conservation laws in mechanics
Fluid and gas pressure
Molecular kinetics
Heat (thermal) phenomenons
Vapor, fluid (liquids), solid state
Thermodynamics
Electrostatics
Continuous (direct) current
Magnetic field
Electromagnetic induction
Electric current in metals
Mechanical oscillations
Mechanical waves
Electromagnetic oscillations
Alternating current
Electromagnetic waves
Photometry
Geometrical (ray) optics
Wave optics
Quantum optics
Relativity theory
Atom and nucleus of atom
Physics formulas
Continuous (direct) current
Continuous (direct) current
Electromotive force
$$E = \frac{A}{q}$$
Ε - electromotive force
A - work
q - charge
Find
Ε
Ε
A
q
It is known that:
Ε
A
q
=
x
Calculate '
Ε
'
Electromotive force - potential difference
$$E = \phi1-\phi2$$
Ε - electromotive force
φ1 - initial potential
φ2 - final potential
Find
Ε
Ε
φ1
φ2
It is known that:
Ε
φ1
φ2
=
x
Calculate '
Ε
'
Current intensity (strength)
$$I = \frac{\Delta_{q}}{\Delta_{t}}$$
I - current intensity
q - charge
t - time
Find
I
I
Δ_q
Δ_t
It is known that:
I
Δ_q
Δ_t
=
x
Calculate '
I
'
Current intensity (strength)
$$I = e\cdot n\cdot v\cdot S$$
I - current intensity
e - electron charge
n - concentration of charged particles
v - speed (velocity)
S - cross-sectional area
Find
I
I
e
n
v
S
It is known that:
I
e
n
v
S
=
x
Calculate '
I
'
Electric current density
$$j = \frac{I}{S}$$
j - current density
I - current intensity
S - cross-sectional area
Find
j
j
I
S
It is known that:
j
I
S
=
x
Calculate '
j
'
Electric current density
$$j = e\cdot n\cdot v$$
j - current density
e - electron charge
n - concentration of charged particles
v - speed (velocity)
Find
j
j
e
n
v
It is known that:
j
e
n
v
=
x
Calculate '
j
'
Resistance
$$R = \frac{\rho\cdot l}{S}$$
R - resistance
ρ - specific resistance
l - length
S - cross-sectional area
Find
R
R
ρ
l
S
It is known that:
R
ρ
l
S
=
x
Calculate '
R
'
Electrical conduction
$$\lambda = \frac{1}{R}$$
λ - electrical conduction
R - resistance
Find
λ
λ
R
It is known that:
λ
R
=
x
Calculate '
λ
'
Resistance and temperature
$$R = R0\cdot (1+\alpha\cdot t)$$
R - resistance
R0 - resistance when temperature is 0 C
α - temperature coefficient of resistance
t - temperature
Find
R
R
R0
α
t
It is known that:
R
R0
α
t
=
x
Calculate '
R
'
Specific resistance
$$\rho = \rho0\cdot (1+\alpha\cdot t)$$
ρ - specific resistance
ρ0 - specific resistance when temperature is 0 C
α - temperature coefficient of resistance
t - temperature
Find
ρ
ρ
ρ0
α
t
It is known that:
ρ
ρ0
α
t
=
x
Calculate '
ρ
'
Specific conduction
$$\sigma = \frac{1}{\rho}$$
σ - specific conduction
ρ - specific resistance
Find
σ
σ
ρ
It is known that:
σ
ρ
=
x
Calculate '
σ
'
Connection in series: current intensity
$$I1 = I2$$
I - current intensity
Find
I1
I1
I2
It is known that:
I1
I2
=
x
Calculate '
I1
'
Connection in series: voltage
$$U = U1+U2$$
U - voltage
U1, U2 - voltage for series elements
Find
U
U
U1
U2
It is known that:
U
U1
U2
=
x
Calculate '
U
'
Connection in series: resistance
$$R = R1+R2$$
R - resistance
R1, R2 - resistance for series elements
Find
R
R
R1
R2
It is known that:
R
R1
R2
=
x
Calculate '
R
'
Parallel connection: current intensity
$$I = I1+I2$$
I - current intensity
I1, I2 - current intensity for individual elements
Find
I
I
I1
I2
It is known that:
I
I1
I2
=
x
Calculate '
I
'
Parallel connection: voltage
$$U1 = U2$$
U - voltage
Find
U1
U1
U2
It is known that:
U1
U2
=
x
Calculate '
U1
'
Parallel connection: current intensity and resistance
$$\frac{I1}{I2} = \frac{R2}{R1}$$
I1, I2 - current intensity for individual elements
R1, R2 - resistance for individual elements
Find
I1
I1
I2
R2
R1
It is known that:
I1
I2
R2
R1
=
x
Calculate '
I1
'
Parallel connection: current resistance
$$\frac{1}{R} = \frac{1}{R1}+\frac{1}{R2}$$
R - resistance
R1, R2 - resistance for individual elements
Find
R
R
R1
R2
It is known that:
R
R1
R2
=
x
Calculate '
R
'
Parallel connection: current resistance
$$R = \frac{R1\cdot R2}{R1+R2}$$
R - resistance
R1, R2 - resistance for individual elements
Find
R
R
R1
R2
It is known that:
R
R1
R2
=
x
Calculate '
R
'
Ohm's law
$$I = \frac{U}{R}$$
I - current intensity
U - voltage
R - resistance
Find
I
I
U
R
It is known that:
I
U
R
=
x
Calculate '
I
'
Ohm's law for closed circuit
$$E = I\cdot R+I\cdot r$$
Ε - electromotive force
I - current intensity
R - external resistance
r - inner (internal) resistance of current source
Find
Ε
Ε
I
R
r
It is known that:
Ε
I
R
r
=
x
Calculate '
Ε
'
Ohm's law for closed circuit: many current sources
$$n\cdot E = I\cdot R+I\cdot n\cdot r$$
n - number of current sources
Ε - electromotive force
I - current intensity
R - external resistance
r - inner (internal) resistance of current source
Find
n
n
Ε
I
R
r
It is known that:
n
Ε
I
R
r
=
x
Calculate '
n
'
Work of electric current
$$A = \Delta_{q}\cdot U$$
A - work
q - charge
U - voltage
Find
A
A
Δ_q
U
It is known that:
A
Δ_q
U
=
x
Calculate '
A
'
Work of electric current
$$A = I\cdot R^{2}\cdot t$$
A - work
I - current intensity
R - resistance
t - time
Find
A
A
I
R
t
It is known that:
A
I
R
t
=
x
Calculate '
A
'
Work of electric current
$$A = \frac{U^{2}\cdot t}{R}$$
A - work
U - voltage
t - time
R - resistance
Find
A
A
U
t
R
It is known that:
A
U
t
R
=
x
Calculate '
A
'
Power of electric current
$$P = U\cdot I$$
P - current power
U - voltage
I - current intensity
Find
P
P
U
I
It is known that:
P
U
I
=
x
Calculate '
P
'
Power of electric current
$$P = I^{2}\cdot R$$
P - current power
I - current intensity
R - resistance
Find
P
P
I
R
It is known that:
P
I
R
=
x
Calculate '
P
'
Power of electric current
$$P = \frac{U^{2}}{R}$$
P - current power
U - voltage
R - resistance
Find
P
P
U
R
It is known that:
P
U
R
=
x
Calculate '
P
'
Work and power of electric current
$$A = P\cdot t$$
A - work
P - current power
t - time
Find
A
A
P
t
It is known that:
A
P
t
=
x
Calculate '
A
'
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