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The conversion will depend on the substance you are trying to convert (water, oil etc.) and it's often done in one unit of area (1 square metre area)
We know:
Pressure = Force / square area
and Pa = N/m2
with N = mass x acceleration of gravity
Let's say the substance is water, with a density of 1000 kg/m3
and we're doing a 1m2 of water area with H (head/height of water).
Therefore,
Force = 1000 kg/m3 x [1m2 x H m] x 9.81m/s2 = 9810 kg.m/s2 (or N, Newton)
1 Pascal = 1 N/m2 or (9810xH) N/m2
Rearranging the above, you get H (head of water) = 1 / 9810
or 1 Pa is equivalent to approximately 0.0001m of water at the normal density
Conclusion:
1 Pa = 0.0001m of head (water at room temperature)
1 kPa = 0.1m of head (water at room temperature)
What else can I help you with?
What force is exerted on M if the pressure is PA?
The force exerted on object M due to pressure PA can be calculated using the formula Force = Pressure x Area. The force will depend on the surface area of object M that the pressure is acting on.
Convert 10m head pressure of water to psi?
10 m of water = 14 psi 1 m of water = 1.4 psi There is more to this... it should be as follows Pressure (P) = density of fluid (p)* gravity (g) * height of fluid (h) for example: p= ~1000 kg/m^3 (water at 20 deg C) g= ~9.81 m/s^2 (at sea level) h= 10 m of water Therefore: P=1000*9.81*10 P=~98,100 pascals (pa) = 98.1 kpa = 14.2 psi
What force is exerted on M square if the pressure is 99500 pa?
The force exerted on a surface is calculated by multiplying the pressure by the area of the surface. If the pressure is 99500 Pa and the area of surface M square is known, you can calculate the force by multiplying the pressure by the area.
What force is exerted on an object in with an area 2.5 M squared if the pressure is 99500 PA?
The force exerted on an object can be calculated using the formula Force = Pressure x Area. Given a pressure of 99500 Pa and an area of 2.5 m², the force exerted on the object would be 99500 Pa x 2.5 m² = 248750 Newtons.
Pressure can be calculated as force area How much pressure is exerted by applying 1000 N of force over 2 m² of area?
The pressure exerted would be 500 Pa (Pascals). This is calculated by dividing the force (1000 N) by the area (2 m²): 1000 N / 2 m² = 500 Pa.
What force is exerted on M if the pressure is PA?
The force exerted on object M due to pressure PA can be calculated using the formula Force = Pressure x Area. The force will depend on the surface area of object M that the pressure is acting on.
Convert 10m head pressure of water to psi?
10 m of water = 14 psi 1 m of water = 1.4 psi There is more to this... it should be as follows Pressure (P) = density of fluid (p)* gravity (g) * height of fluid (h) for example: p= ~1000 kg/m^3 (water at 20 deg C) g= ~9.81 m/s^2 (at sea level) h= 10 m of water Therefore: P=1000*9.81*10 P=~98,100 pascals (pa) = 98.1 kpa = 14.2 psi
How much pressure is exerted on a swimmer at the bottom of a 5.0 m deep swimming pool?
Hydrostatic pressure is (density of the fluid)(gravitational acceleration)(height of the water head). The density of water is 1 g/cm^3 Acceleration due to gravity is 9.81 m/s^2 The water head is just the height above the object that you are measuring the pressure on, so here it is 10 m =(1 g/cm^3)(10^6 cm^3/1 m^3)*(9.81 m/s^2)*(10 m) => always be sure to convert units to be the same so that they cancel out! = 9.81*10^7 -or- 98100 Pa (a pascal (Pa) is the measure of pressure in the S.I. system and equals (kg)/(m)(s^2)). Hope that helps!
How do you calculate pump head unit in mlc?
To calculate pump head in meters of liquid column (mlc), you can use the formula: Head (m) = (Pressure (Pa) / (Density (kg/m³) × g)) where g is the acceleration due to gravity (approximately 9.81 m/s²). First, convert the pressure from the pump (often given in Pascals) into meters of the liquid being pumped by considering its density. For example, for water, a density of about 1000 kg/m³ is used. The result will give you the pump head in meters, which can be expressed in milliliters of liquid column (mlc) based on the specific liquid's density.
What force is exerted on M square if the pressure is 99500 pa?
The force exerted on a surface is calculated by multiplying the pressure by the area of the surface. If the pressure is 99500 Pa and the area of surface M square is known, you can calculate the force by multiplying the pressure by the area.
What force is exerted on an object in with an area 2.5 M squared if the pressure is 99500 PA?
The force exerted on an object can be calculated using the formula Force = Pressure x Area. Given a pressure of 99500 Pa and an area of 2.5 m², the force exerted on the object would be 99500 Pa x 2.5 m² = 248750 Newtons.
Which of the following is not a correct unit of pressure a. Pa b. kPa c. N m?
a
Pressure can be calculated as force area How much pressure is exerted by applying 1000 N of force over 2 m² of area?
The pressure exerted would be 500 Pa (Pascals). This is calculated by dividing the force (1000 N) by the area (2 m²): 1000 N / 2 m² = 500 Pa.
Abox 5m long 2 m wide and 2m high applies 12 Pa of pressure to the table that it is resting on how much froce does the box?
The S.I. Units of Pascals(Pa) are kg m s^-2 m^-2 We need to find the area (m^-2) of the box resting on the table. Since it is 5 m long and 2 m wide then the area resting on the table is 10 m^2 Since the pressure is 12 Pa Then 12 Pa = kgms^-2 /10 m^2 This becomes 12 Pa x 10 m^2 = F(kg m s^-2 F = 120 kg m s^-2
What is the unit for sound pressure?
Sound pressure is force divided by area (p = F / A) and has the unit N / m² or pascal (Pa).
A hydraulic lift exerts 7000 N of force on a piston with an area of 0.4 m2 the piston can only support 16000 Pa of pressure How much Pressure is exerted by the truck on the piston?
First, calculate the pressure created by the lift on the piston: Pressure = Force / Area Pressure = 7000 N / 0.4 m^2 = 17500 Pa Since the piston can only support 16000 Pa of pressure, the maximum pressure exerted by the truck on the piston should be 16000 Pa.
Can you convert 650 kil0-pascals into watts?
Kilopascals (kPa) measure pressure, while watts measure power, so they are fundamentally different units and cannot be directly converted without additional context. To convert pressure into power, you would need information about the area over which the pressure is applied and the velocity of the fluid involved, as power can be calculated using the formula: Power (W) = Pressure (Pa) × Area (m²) × Velocity (m/s). Without this additional information, a direct conversion from kPa to watts is not possible.
