Maz88 said:dont use pv=nrt
here take as you have a volume temperature relationship
so it would be v1/t1=v2/t2
and your t1 should be 293K (20 Celsius) and your t2 would be 270K assuming that the conditions in the stratosphere are at STP. and of course your v1 is 0 and your v2 is unknown :)
hope it helped or at least what the question is asking
The purpose of studying the volume and diameter increase of a balloon in the stratosphere is to understand the physical and chemical processes that occur at high altitudes. This information can be used to improve weather forecasting, satellite technology, and air travel safety.
The volume and diameter of a balloon increase as it ascends into the stratosphere due to the decrease in air pressure. As the balloon rises, the air pressure decreases, causing the gas inside the balloon to expand and increase its volume. This increase in volume also leads to an increase in the balloon's diameter.
The main factors that affect the volume and diameter increase of a balloon in the stratosphere are the altitude, temperature, and pressure. As the balloon rises, the altitude increases, the temperature decreases, and the pressure decreases. All of these factors contribute to the expansion of the gas inside the balloon.
Yes, the volume and diameter increase of a balloon in the stratosphere can be predicted using mathematical equations that take into account the altitude, temperature, and pressure. However, there may be some variations due to unpredictable atmospheric conditions.
The volume and diameter increase of a balloon in the stratosphere can impact its flight and stability by making it more buoyant and less stable. As the balloon rises and expands, it becomes more buoyant and may experience changes in direction and altitude due to wind currents. This can affect its stability and control, making it more difficult to navigate.