Lecture 6 Flashcards

1
Q

waves

A

amplitude: distance between peak
wavelength: one cycle

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2
Q

interference of waves

A

check notes
in phase: increases amplitude
out of phase: cancel out

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3
Q

standing waves

A

oscillates- moves repeatedly from side to side or up to down in time
peaks don’t move around in space
location of any wave can’t be determined
nodes (0), at equilibrium

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4
Q

harmonics

A

check notes
as the number of oscillation increases, harmonics increase

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5
Q

electromagnetic radiation

A

transverse waves
oscillating electric and magnetic fields perpendicular to each other and to direction of propagation
c = wavelength x v

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6
Q

wave particle duality

A

waves don’t explain the photoelectric effect
when light is shone at a metal plate, an e- is emitted
the number of e- emitted depends on a frequency of light (not intensity)
light is discrete, not continuous (like waves)
high frequency = high energy particles

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7
Q

photons

A

particles of light
one photon with high energy can emit an e-
many photons of low energy, cannot eject an e-

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8
Q

example of mole of photons

A

check notes

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9
Q

bohr model of an atom

A

potential energy of an electron is quantised
e- can only be found in specific energy levels
energy increases with distance
e- can move to a higher energy level, energy is needed
photon of specific energy absorbed to do this
photon emitted, e- can return to a lower level

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10
Q

calculating energy of photons

A

calculated through the gaps of energy levels
equation: check notes

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11
Q

electron transitions

A

check notes

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12
Q

absorption and emission spectra

A

white light can be separated by wavelength using a prism
absorption spectrum: photons absorbed
emission spectrum: photons emitted

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13
Q

quantum mechanics

A

wave particle duality works with:
light, energy, electrons, all little things

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14
Q

de Broglie equation

A

wavelength = h/mv

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15
Q

electrons

A

particles
smaller and faster than macroscopic things
wave like nature

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16
Q

electrons, standing wave

A

electrons in atoms considered a circular standing atom
must have a integer no. of wavelengths, n
bohr model of atoms emerge from the idea of standing waves
interference of standing waves result in covalent bonding