Geostrophic winds describe a theoretical condition where the atmosphere is in motion, moving parallel to lines of constant pressure (isobars). This ideal state occurs primarily in the upper atmosphere where frictional effects are negligible.
The geostrophic wind is established by the equilibrium between two primary forces:
In the geostrophic balance, the air accelerates due to the pressure gradient force. As the air gains speed, the Coriolis force increases its deflection. Eventually, the geostrophic wind is reached when the deflection caused by the Coriolis force exactly counteracts the push from the pressure gradient force. At this point, the net force is zero, and the wind flows parallel to the isobars at a constant speed.
Other forces like friction are significant near the Earth's surface, modifying wind speed and direction, and are therefore excluded from the ideal geostrophic model. Centrifugal force becomes relevant in curved airflow (gradient wind), not the straight-line flow assumed in basic geostrophic balance.
Absolute humidity in atmosphere at $ 10^\circ $ is $5.0$ g/m$^3$ and maximum amount of water air can hold at same temperature is $ 10$ g m$^3$. What will be the relative humidity at the same temperature?