PREDICT FIRST
Your aerodrome is at sea level and QNH is 993 hPa. Using the VFRG's 30 ft for each hPa, what is the pressure height?
Pressure height
The VFRG and the FAA handbook call these pressure altitude and density altitude.
Put simply, pressure altitude is the height above the ISA datum of 1,013 hPa.
In the VFRG's example the aerodrome is 1,000 ft above sea level, but 1,300 ft above the 1,013 hPa datum, because QNH is 1,003 hPa.
A 1,000 ft aerodrome elevation with a QNH of 1,003 hPa
You can also read pressure height straight off the altimeter.
As stated above, without making the above calculation, you are also able to read pressure altitude on the altimeter for the aerodrome (1,300 ft) of the aircraft at the aerodrome directly by setting standard pressure 1,013 hPa on the altimeter subscale.
Density height
Pressure height leaves out temperature. The VFRG corrects for it with a second rule of thumb.
Density altitude can be determined by applying an ambient temperature correction to the pressure altitude. Each 1°C variation from ISA (15°C at sea level) is equivalent to a 120 ft variation in density altitude.
The standard temperature itself falls with height, so first find ISA at your pressure height: 15 °C less 2 °C for each 1,000 ft.
A standard temperature lapse rate is one in which the temperature decreases at the rate of approximately 3.5 °F or 2 °C per thousand feet up to 36,000 feet.
Thus, for a 1,000 ft aerodrome elevation in the example above having a 1,300 ft PA, ISA equals approximately 12°C. If the aerodrome has a 30°C outside air temperature, this is 18°C hotter than ISA. Therefore, 120 x 18 equals 2,160 ft, plus PA 1,300 ft, equals a density altitude of 3,460 ft. So, the performance of the aircraft will be degraded. It will perform as if the aircraft were at 3,460 ft and not at 1,000 ft aerodrome level.
The VFRG rounds ISA to about 12 °C in that example. The simulation keeps the decimal, 12.4 °C, so the same day comes out at 3,412 ft rather than 3,460 ft.
PREDICT FIRST
An aerodrome at sea level, QNH 1,013 hPa. The temperature climbs from 15 °C to 35 °C. Using the VFRG's 120 ft for each °C, what happens to the density height?