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Electrons, waves and photons (4)
Quantum
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Created by
Olly Mason
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Cards (8)
Photon:
discrete
packet of
energy
they have no
mass
so
travel
at the speed of light
Energy is
proportional
to
frequency.
(Gamma wave = high frequency
low
wavelength)
e=hf and c=f x wavelength
so e = hf/ wavelength
The electron volt:
When an electron (which is negative) travels through a positive
1
voltage. The energy gained is the
electron
volt
W = QV
1eV =
1.6
x10^-19 x 1
Finding plancke’s constant: (1/2)
With an
LED
, different colours have different
threshold voltages
(
min
voltage for current to pass through) (depends on
colour
of led)
plot on a
table
threshold voltage against
wavelength
(get wavelength from internet)
then plot v against
1
/
wavelength
on a graph
The gradient =
V
x
wavelength
(from v/1/wavelength)
Finding plancke‘s constant (
2/2
):
we know energy =
hf
and also that energy =
hc/ wavelength
we also know energy =
charge of electron
x
pd
so eV = hc / wavelength
we can rearrange this so
wavelength
x v (our gradient) =
hc
/ e
therefore our gradient x e / c =
plancke’s
constant
The photoelectric effect - gold leaf:
Golden
leaf with
electrons
displaced across
When
ultra violet light
is shon at e-, they discharge
The energy releases e- from atom, and the
left over
energy is the photoelectron’s
kinetic energy
1:1 photon:
energy
Work function = amount of
energy
needed to
release
an electron
The photoelectric effect (
Einstein
)
His formula is
hf
= 0| +eK where
hf
= energy, 0| = work function and eK = kinetic energy
If eK = 0, then
hf
= 0| so we can say f is the
threshold frequency
Intensity of
light
DOES NOT affect the photoelectric effect. It MUST meet the
threshold frequency
for it to occur
De Broglie wavelength:
wavelength
= h/
mv
where m =
mass
and v =
velocity
the
intensity
of a wave at a point = the
probability
of a particle being there
I have not done
electron energy levels, emission
and absorption line spectra. And
electron diffraction tube
cause I haven’t learnt it jet