Ch 9: Electrostatics Flashcards
How do you define ‘current’?
the motion of charges through a material
An insulator is a material that does not have ____ _______ and cannot carry a current.
free charges
What is the magnitude of the elementary charge?
e = 1.6 x 10-19 C
The charge on an object can only be a whole number of + e’s. That is to say, that charge is _________. To remind us that charge is such, electric charge is usually denoted by the letter Q or q.
quantized
(p. 256)
Total electric charge is always _________. However, this does not mean that electric charge cannot be created or destroyed, which happens all the time. For example, in the reaction e- + e+ → γ + γ, an electron and its antiparticle (the ________, e+, which is essentially a positively charge electron) meet and annihilate each other, producing energy in the form of two gamma-ray photons (γ) which carry no charge. Charge has been destroyed, but the total charge (zero in this case) has been conserved.
conserved
positron
(p. 257)
Coulomb’s constant is denoted by k and this fundamental constant in nature is equal in magnitude, to…
….10-7 times the speed of light squared. Its value is 9 x 109 N∗m2/C2
If we had two objects each with a charge of 1 C, separated by a distance of 1 m, the electric force would be equivalent to 9 x 109 N, which in tons is….
….one million tons.
(p. 260)
State Coulomb’s law.
FE = k |q1 q2 | / r2
Remember that Coulomb’s law is an inverse square law, so if r increases by a factor of 2, then FE will….
….decrease by a factor of 4.
State Newton’s law of gravitation:
What is the value of G, the gravitational constant?
6.7 x 10-11 N∗m2/kg2
The principle of superposition states that the net electric force on a charge (q) due to a collection of other charges (Q’s) is equal to…
…the sum of the individual force that each of the Q’s alone exerts on q.
(p. 262)
Electric field lines (or vectors) always point AWAY from ________ source charges and toward ________ ones.
away from POSITIVE source charges and toward negative ones
p. 265
If given the voltage (potential difference) between two electrodes, and the distance between them, how can you find the magnitude of the electric field?
Since an electric field can be given in volts per meter OR N/C. This means the electric field value is simply the voltage, divided by the distance in meters.
(see next card to explain the units V/m vs. N/C)
Why is a volt/meter (V/m) the same as a newton/coulomb (N/C)?
1 V = 1 J/C and 1 J = N∗m
so 1 V = [1 N∗m]/C
[1 N/m]/C ÷ m = 1 N/C
Takeaway message: electric field strengths can be given in V/m or N/C.