6.5 Determining wavelength of standing
waves
Set up the transmitter and reflector plate
facing each other about 50 cm apart (an-
gle of incidence 0°).
The transmitted and reflected waves are su-
perimposed, resulting in a standing wave.
Using the microwave probe (21) (with the
marking on the special probe facing up-
wards) determine the distance a between
two adjacent minima (this corresponds to
half the wavelength).
Calculate the frequency f = c/ from the
wavelength of the microwaves.
Results: a =
1,6 cm,
6.6 Refraction
Set up the basic configuration (5.1).
Insert the stand provided for the prism
(12) into the side facing away from the ar-
row.
Put the prism (13) onto the stand and line
it up.
Turn the long rail until the maximum re-
ception is attained.
Conclusion: microwaves penetrate paraffin.
As the waves pass from air to paraffin and
from paraffin to air, the speed of propagation
is altered and thus so is the direction (refrac-
tion).
6.7 Huygens' principle
Set up the transmitter (11) about 20 cm
from the plate holder and the receiver (19)
about 80 cm behind the late holder on the
rails.
Turn the receiver around on its rail so that
it is out of the bundled microwave beam
and the signal is clearly weakened.
Insert a single slit aperture into the plate
holder and secure it gently in place (line
up the centre of the slit in the centre of the
plate).
Conclusion: microwaves are diffracted by the
slit and wavelets can be detected beyond the
plate (the modulation signal is audibly
louder).
9,4 GHz
5