Chater 3 Energy And Energy Changes Flashcards

1
Q

Quantum mechanics

A

Branch of physics that deals with the behavior of atomic particles

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2
Q

Electromagnetic radiation

A

A type of energy embodied as oscillating electric and magnetic vectors

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3
Q

Amplitude

A

A measure of maximum displacement from a baseline

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4
Q

Wavelength, λ

A

Distance between two adjacent peaks/troughs

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5
Q

Frequency, ν

A

A measure of the number of cycles that passes a stationary point in a given true period

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6
Q

Refraction

A

The bending of waves as it passes from one medium to another of different densities

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7
Q

Diffraction

A

The bending of lights as it passes through a small opening

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8
Q

Fraunhofer lines

A

Missing energies from sunlight energy is continuous

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9
Q

Blackbodies

A

Emit radiation based on temperature

Coal
Red 1000k
Orange 1500k
White 2000k

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10
Q

Quantum

A

The smallest, discrete quantity of a particle form of energy

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11
Q

Quantized

A

Restricted to certain values. Energy of the atom is quantized.

Equantum=hv

E:energy j/quantum

h: plancks constant- 6.626e-34
v: frequency

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12
Q

Photoelectric effect

A
1.presence of a threshold frequency. Vmin.
Red light==>no electron ejected
Low V
Blue light==>electron ejected
High V
2.absence of a lag time
Bright blue light>same time for electron 
vs. dim blue light
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13
Q

Photon

A

A quantum of electromagnetic radiation

Ephoton=hV e- ejected, only if
Elight>Φ
Φ=hVmin
φ: work function-minimum energy needed

If light>Φ Elight=Φ + KEe-

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14
Q

Neil Bohr

A
  1. e- reside in particular orbitals know. As stationary states
  2. energy of an e- in a stationary state is related to the distance from the nucleus
  3. electrons can move from one stationary state to another by absorbing or releasing energy equal to the difference in energies of the stationary state
  4. the energy of a stationary is given by its “principal quantum number”(n)-2.18x10^-18
    E=———————
    n^2
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15
Q

Quantum mechanics

A

electrons have wave like properties

λ=h/mu

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16
Q

Particle property

A

wave property complementary
position——-velocity

▵x •m▵u≥h/4π Heisenberg uncertainty

∆x: uncertainty in position
m:mass in kg
∆u: uncertainty in velocity

17
Q

Principal quantum number, n(shell)

A

a value that determines the size and energy of an orbital.

18
Q

Angular momentum quantum numer, l(subshell)

A

a value that determines the shape of an orbital

l=0,1,2…n-1

l=0 s orbital
l=1 p orbital
l=2 d orbital
l=3 f orbital

19
Q

Magnetic quantum number, ml

A

value that describes the spatial orientation of an orbital.
ml= -l…-1,0,+1…+l

n=1 n=2
l=0 l=0,1
ml=0 ml=-1,0,+1
1s 2s,2p

20
Q

Degenerate

A

having the same energies

21
Q

Electron spin quantum number, Ms

A

all electrons have an intrinsic spin

Ms=+1/2,-1/2
spin up, spin down

22
Q

Aufbak Priniciple

A

electrons occupy the lowest energy orbital first build up

23
Q

Pauli exclusion principle

A

in an atom, no 2 electrons can have same for quantum numbers. An orbital can only hold 2 electrons

24
Q

Hunds Rule

A

when filling degenerate orbitals, fill them singly first, with parallel spins

25
Q

Short hand notation

A

start with noble gas in the 2nd to last row(in brackets) and just write out the last row