- #1
allym.iftikha
- 2
- 0
Can somebody simplify me the relation of Pressure and Velocity ... Bernoullis theorem is Ok ... But Please simple and brief ... Like Is there any equation directly saying that P in inverse of Velocity ??
allym.iftikha said:Can somebody simplify me the relation of Pressure and Velocity ... Bernoullis theorem is Ok ... But Please simple and brief ... Like Is there any equation directly saying that P in inverse of Velocity ??
According to Bernoulli's principle, there is an inverse relationship between pressure and velocity in fluids/gases. This means that as the velocity of a fluid or gas increases, the pressure decreases, and vice versa.
The shape of an object can greatly impact the pressure and velocity of fluid/gas flow. Objects with a curved or streamlined shape experience lower pressure and higher velocity, while objects with a blunt or irregular shape experience higher pressure and lower velocity.
Yes, changes in temperature can affect the pressure and velocity of fluids/gases. As the temperature of a fluid or gas increases, its particles gain more energy and move faster, resulting in higher velocity and lower pressure. Conversely, a decrease in temperature causes lower velocity and higher pressure.
Different types of fluids and gases behave differently when it comes to pressure and velocity. For example, gases are more compressible than liquids, meaning that they can change volume and pressure more easily. In contrast, liquids are generally incompressible and have a more constant pressure and velocity.
Viscosity, or the resistance of a fluid to flow, plays a significant role in the pressure and velocity relation of fluids/gases. Highly viscous fluids, such as honey, experience a higher pressure and lower velocity due to their resistance to flow. In contrast, low viscosity fluids, like water, have lower pressure and higher velocity.