of course , RHS upwards forces depends volume flows and LHS depressions
i just wanted clarify that those F2 , F3 and F4 forces are equal like hydrostatic forces of previous talked subject .
Replied as all 3 hydrostatic forces are equal,
now here in this case , downward...
consider , left side depression and right side rises are same for all 3 cases , and A2/A1 = 4 , F1 =100 N
then F2 will be 400 N for 1 st case .
F3 and F4 will same as 400 N ?
Hello All, :)
Please see the picture , input force F1 and area A1 and second area A2 are all same for 3 cases .
in case 2 and 3 , red open outline represents a free-to-move , ie , "T" piece move upward
for the 1st case , output force F2 should be F2=A2/A1 x F1 , by pascal's principle ...
Hello All,
pls see picture , input force F1 and area A1 and second area A2 are all same for 3 cases
for the 1st case , output force F2 should be F2=A2/A1 x F1 , by pascal's principle ,
what about output forces of F3 and F4 ? can be same as F2 ? how i calculate them ?
thanks
had feeling like that, angry teacher is RINGING BELL in school boy's ear and screaming as "NO " and "WHY " and reminding Newton's or pascal's law , i thought that this forum is not for school boys to help to make their homework , but may be my question is kind of level of school knowledge...
hello all ,
1st and 2 nd water containers sit on ground and 3rd type of water container sit on fixed support along X axis and bottom parts are suspended in air , pls see picture , the drawing is half cross sections of cylinders
All water level heights H and tubes D diameter are same ...