Fluids Flashcards
1
Q
What is hydrostatic pressure?
A
- This is the pressure dine by the fluid at equilibriums at a specific point in the water due to gravity.
- Therefore it is dependent on how far you are inside the fluid.
2
Q
what is buyoncy?
A
Is the force that the object is giving off to the fluid, similar concept than normal force.
3
Q
what is Archimedes principle?
A
- the buoyant force is equal to the weight of the fluid that is displaced due to the object.
Sunken objects
- This helps explain a sunken object, in a sunken object the force of the weight will have overcome the buoyancy force.
- This also means that a normal force is present because as the object touches the floor.
Formulas
- FB = (density of medium) ( volume of object) (g)
- mg of object or weight: (density of object)(volume of object) ( gravity)
- these forces can be set equal to each other to find out different values.
4
Q
Explain the concept of relative density?
A
-
What is density: how compact a thing is D=M/V
- units: kg/m^3 or g/L
-
What: it is a way to mathematically determine if an object will sink or float. It helps us compare the density of the object in relation to that of the medium.
- if the medium is water = specific gravity
-
Equation:
- Pobject / Pmedium
- results > 1 object will sink
- results < 1 object will float
Percentage submerge:
- This equation is equal to Vdisplace/ V object if you want to determine the amount of the object that will be submerge in water
5
Q
Explain the concept behind the volume flow rate equation.
A
- Purpose: This equation explains how fluid moves in a tube.
-
What does it tells us: The rate of a fluid in a tube will be inversely proportional to the area of the tube
- i.e in a smaller area fluid would move faster, than in a larger area fluid
- Why is this important: This is important for the body to keep the flow of fluid consistent, which will help control pressure.
6
Q
Explain the concept of the continuity equation
A
7
Q
Explains the concept of Bernouilli’s equation.
A
- Purpose: helps us related pressure that a fluid exerts on a pipe and the rate that the fluids have as it flows through that pipe
-
Condition: for fluids to be able to participate in Bernoulli’s equation:
- Have laminar flow
- no viscosity
- and are not compressible
General Concepts:
- The higher a fluid’s velocity is through a pipe, the lower the pressure on the pipe’s walls and vice versa. (does not work for blood pressure because blood has viscosity)
- Conservation: as a fluid flows through a pipe it will not lose or gain energy. Therefore no matter where the fluid is on a pipe if you take all the forms of energy that the fluid has on that point it will equal the same amount as anything else on that point.