EEM1 Flashcards

(48 cards)

1
Q

Name the four fundamental forces in nature

A

Electromagnetic, gravitational, strong, weak

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2
Q

What is electromagnetic?

A

it is a long range force, governing interactions over potentially considerable distances.

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3
Q

What is the force carried by?

A

It is carried by the photon, and is responsible for the existence of electric and magnetic fields.

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4
Q

What is Electrostatics?

A

Electrostatics is the study of charges at rest, or very nearly at rest

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5
Q

What types of charges are there?

A

Positive and negative charges, like charges will repel, charges of opposite signs will attract.

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6
Q

What do atoms consist of?

A

Combinations of electrons (negatively and positively charged), protons (positively charged) and neutrons (no charge). Electrons are considered fundamental particles. Protons and neutrons are made up of combinations of quarks.

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7
Q

Where are the protons and neutrons located in an atom?

A

They cluster together in the nuclues of the atoms, a region area roughly 10^-15m across

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8
Q

Where are the electrons in the atom?

A

They orbit the nucleus at a range of around 10^-10m and are held in place by the attractive force of the positively charged protons.

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9
Q

What does it mean for an atom to be neutral?

A

The number of electrons and protons balance, so the net charge is zero. The number of protons is known as the atomic number of the element

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10
Q

What happens if you remove or add one or more electrons to an atom?

A

If you remove one or more electrons from an atom you create a positive ion, if you add one or more you create a negative ion.

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11
Q

What is ionization?

A

The process of gaining/losing an electron from an atom.

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12
Q

What is meant by describing something as positively/negatively charge?

A

By negatively we mean there are more electrons than protons in that object and vice versa for positively charged objects.

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13
Q

What is an conductor?

A

Conductors are materials which permit the easy movement of electric charge. Conductors have free electrons at the outer edges of each atom, which can move freely through the material.

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14
Q

What is an insulator?

A

Insulators do not permit the flow of electric charge easily. They do not have the free electrons which conductors posses.

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15
Q

What is induction?

A

The act or process by which an electric or magnetic effect is produced in an electrical conductor or magnetizable body when it is exposed to the influence or variation of a field of force

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16
Q

Define Coulumb’s law qualitatively and quantitively

A

The magnitude of the electric force between two point charges is directly proportional to the product of the charges, and inversely proportional to the square of the distance between them.
F = k* (Iq1q2I/r^2)

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17
Q

K =

A

9x10^9 Nm^2C^-2

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18
Q

What is an Electric field?

A

The electric force on a charged body is exerted by the electric field created by OTHER charged bodies. A body A creates an electric field around it. The field exists whether or not there is another charge. If we put another charge in the field. Then that charge would experience the force exerted by the field

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19
Q

Define electric field quantitively

A

E =F/q , if q positive the the force experience by the charge is in the same direction as the electric field, if negative then the force and field are in opposite directions.

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20
Q

Electric field of a point charge

A

E=F/q= 1/4piellipson* IqI/r^2

21
Q

In electro statics the electric field at every point with the material of a conductor must be:

22
Q

If we have a charge distribution made up of a series of point charges q1,q2,q3 etc, what is the total force and total electric field a charge q0 at point p would experience?

A

Total force: F0=F1+F2+F3+…. such that F1=qoE1, F2=q0E2 etc

Total electric field at P is then: E = F0/q0=E1+E2+E3+….

23
Q

What is an Electric field LINE?

A

It is an imaginary line, or curve, drawn through a region of space so that its tangent at any point is in the direction of the electric field vector at that point.

24
Q

What do electric field LINES show?

A

They show the direction of E(the electric field of the point charge in question), the spacing between the points indicates their magnitudes.

25
The closer bunched together the lines are:
the stronger the field, and vice verse
26
At any one point, the electric field has a unique direction-therefore, field lines can NEVER:
cross
27
What does Work-energy theorem tell us?
That the change in KE during the displacement equals the total work done on the particle. Ka+Ua=Kb+Ub
28
When a charge move from height ya to yb, the work done on the charge by the field is:
W (a to b) =q0E(ya-yb)
29
If our test charge is negative, then U increase when it moves with the field, and:
decreases when it moves against the field.
30
Electric potential energy U when the test charge q0 is at any distance r from q is
U= (1/4piellipson)*qq0/r
31
If the two charges have the same sign, the the interaction is repulsive, so the work is:
positive and U positive
32
If the charge have the opposite sign, then the interaction is attractive, so the work done is:
negative and U is negative.
33
For every electric field due to a static charge distribution, the force exerted by that field is:
conservative.
34
Now consider a charge q0 moving through a field that is caused by several ther point charges, not just one. What is the PE assoiciated with q0 at some point a??
U = (q0/4piellipson)*(q1/r1+q2/r2+q3/r3)
35
To find the potential V due to a single charge q we use:
V= U/q0=1/4piellipson*q/r
36
The magnitude of the charge on the electron can be used to define a unit of energy. When a particle with charge q moves from a point where the potential is Vb to a point where it is Va, the change in potential energy is:
Ua-Ub=q(Va-Vb) If q equals charge of electron and Va-Vb = 1V We have 1 eV = 1.602x10^-19J
37
Inside conductors there is no:
Electric Field
38
Outside of the conductor there is:
An electric field which behaves in the same way it would for a point charge with the same charge q.
39
What is an equipotential?
An equipotential surface is a 3D surface on which the electric potential is the same at every point. If a test charge is moved from point to point on such a surface, the electric potential energy does not change.
40
What can equipotential surfaces not do?
They cannot touch or intersect.
41
Field lines and equipotential always meet at:
90 degrees to each other.
42
Field lines are:
curves.
43
Equipotential are:
curved surfaces.
44
In regions where the electric field in stronger, equipotentials are:
closer together, and where the field is weaker, they are more spread out.
45
Potential gradient:
gradV
46
In what direction does the potential gradient point in?
The potential gradient points in the direction that V increases most rapidly with a change in position.
47
What is the direction of E in relation to V?
E is the direction in which V decreases most rapidly, and is always perpendicular to the equipotential surface through that point.
48
Potential gradient in vector notation:
E = -(i dV/dx+jdv/dy+kdV/dz)