1.) Using the procedure employed in calculating FH, Fv, and F in a curved surfaces, will it be applicable also in calculating the hydrostatic force F in an inclined rectangular gate?

International Edition---engineering Mechanics: Statics, 4th Edition
4th Edition
ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
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Chapter1: Introduction To Statics
Section: Chapter Questions
Problem 1.12P: A differential equation encountered in the vibration of beams is d4ydx4=2D where x = distance...
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Y = 9810
N
m
FH
METHOD 1: Plane Surfaces
METHOD 2: Curved Surfaces
Fv
TAKE NOTE: Use the 2 methods to solve the problem.
COMPARE/DIFFERENTIATE THE TWO METHODS.
Plane Surfaces
F=?
45°
gate width=1m
1m
Curved Surfaces
Directions: Guide Question/s:
1.) Using the procedure employed in calculating FH, F, and F in a curved surfaces, will it be
applicable also in calculating the hydrostatic force F in an inclined rectangular gate?
Transcribed Image Text:Y = 9810 N m FH METHOD 1: Plane Surfaces METHOD 2: Curved Surfaces Fv TAKE NOTE: Use the 2 methods to solve the problem. COMPARE/DIFFERENTIATE THE TWO METHODS. Plane Surfaces F=? 45° gate width=1m 1m Curved Surfaces Directions: Guide Question/s: 1.) Using the procedure employed in calculating FH, F, and F in a curved surfaces, will it be applicable also in calculating the hydrostatic force F in an inclined rectangular gate?
2.)
a.) Try immersing your whole forearm in a bucket of water.
Guide Questions:
1.) What will happen to the level of the water inside the bucket?
2.) Explain your answer using scientific "guess" or intuitive guess.
b.) Try inverting a "tabo" and immerse it partially. Now, try pushing the inverted "tabo"
gradually. Observe and describe the event that will happen.
Transcribed Image Text:2.) a.) Try immersing your whole forearm in a bucket of water. Guide Questions: 1.) What will happen to the level of the water inside the bucket? 2.) Explain your answer using scientific "guess" or intuitive guess. b.) Try inverting a "tabo" and immerse it partially. Now, try pushing the inverted "tabo" gradually. Observe and describe the event that will happen.
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