Finding G-Force & Pressure in Fluid Flow: Aluminium Sphere Case

AI Thread Summary
To find the gravitational force acting on an aluminum sphere with a volume of 0.006 cubic meters, calculate its weight using the formula W=mg, where m is the mass derived from the sphere's volume and the density of aluminum. The gravitational force is simply the weight of the sphere, which can be determined by multiplying the density of aluminum by its volume. For pressure changes in a fluid flowing through a hose, use the Bernoulli equation, noting that you need to know one of the pressures to calculate the other. The pressure difference can be calculated if you have the area and velocity at two points, but individual pressures require additional information. Understanding these principles allows for accurate calculations of gravitational force and fluid pressure in various scenarios.
cogs24
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hi guys

if you have an aluminium sphere of volume 0.006 metres cubed, how do you find the gravitational force acting on the sphere, as well as its acceleration (ignoring water resistance)

Also, if your given the area and velocity of a fluid at two points of hose, how can you find the pressure at these two points in the hose?
 
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cogs24 said:
if you have an aluminium sphere of volume 0.006 metres cubed, how do you find the gravitational force acting on the sphere, as well as its acceleration (ignoring water resistance)
What does water resistance have to do with gravitational force? You need to state the entire problem and maybe we can help. The force due to gravity is simply the sphere's weight.

cogs24 said:
Also, if your given the area and velocity of a fluid at two points of hose, how can you find the pressure at these two points in the hose?
You are going to have to know one of the pressures to calculate the other, or you could calculate the delta P between the two points, but that won't tell you anything about the individual pressures. For simplicity, use the Bernoulli equation.
 
You probably have a table that lists the density for aluminum. You'll need that.
 
The "gravitational force acting on the sphere" is just its weight. Look up the density of aluminum and multiply by the volume of the sphere. (The volume of a sphere of radius r is \frac{4}{3}\pi r^3.)
 
HallsofIvy was correct, the gravitational force is just its weight, its simple

use desnity of aluminium along with its volume to find the mass, then use this is W=mg formula to find the the weight force

In terms of the pressure question, i know the area and velocity of the fluid at 2 points, its asking how much the pressure changes as it goes from one point to another.
 
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