I need help on this ASAP Assuming that the pressure is uniform on each of the channel walls, determinethe pressure difference between the upper and lower wall that is needed if therequired net force on the two walls is 1950 N pointing downward (in the negativey-direction).Use a sign convention that a positive pressure difference or gradient means thepressure at the higher y-position is higher.The value of the pressure difference isThe value of the pressure gradient across the channel isυPa.b)Your team agree that, from experience, the average velocity of the fluid isS. Assuming that the velocity is uniform across the channel, andneglecting gravitational effects, determine the curvature R required to generatethis force with this flow velocity.-Pa/m.Use a sign convention that a positive value indicates that the centre of the radiusis above the channel, i.e. the middle of the channel is bent downwards. Anegative radius indicates the middle of the channel is bent upwards. Water flows in a channel with uniform curvature R. The channel has height h=6mm and width w=215 mm (normal to the drawing plane) as shown in Fig Q3. Thecurved part of the channel has a length of 1 =120 mm in the x-direction. You canassume that the channel height is very small compared to the curvature radius.Neglect effects of gravity.channelyVX1lower wallhupper wallcentrelineFig Q3: Geometry of curved channel, drawing not to scale. The curvature of thechannel is not shown, as too small to be drawn accurately at this scale.Work to 4 significant digits. Enter all values using base units or their combinations,i.e. m, m/s, Pa, N. Do not use multiples as e.g. mm, kPa.You can use values with exponents, such as 0.12e3.

Name: I need help on this ASAP Assuming that the pressure is uniform on each
Uploaded: 2024-03-20T06:56:55.000Z
Channel: Bartleby
Description: I need help on this ASAP Assuming that the pressure is uniform on each of the channel walls, determinethe pressure difference between the upper and lower wall that is needed if therequired net force on the two walls is 1950 N pointing downward (in th