Vector/Freebody Diagrams And Resultant Force Flashcards
Is force a scalar or a vector? Give a definition for the type of quantity it is
Force is a vector meaning it has both magnitude and direction to it
If an object is experiencing 0 resultant force, what could be happing to the object?
Either it remains stationary, or it will be moving at a constant speed (terminal velocity)
What’s Newton’s 1st law?
Balanced forces- if something is moving, it will remain moving at that speed until it is stopped, if something is stationary, it will remain stationary until something moves it. Remains at constant speed.
What is Newton’s 2nd law?
Resultant forces will make things accelerate. Force = mass * acceleration or F= ma
What is Newton’s 3rd law? What makes it different from the others?
Every action has an equal and opposite reaction (this is the only law that acts on two objects – for example if I push on a table, the table pushes back on me. If the table overcomes the force though, it won’t move. If I don’t overcome the force, I will move backwards)
Give me a definition for vector/freebody diagrams
Freebody diagrams are a simplified drawing of an object or a system. They show forces acting on the object or system.
How are forces shown on a freebody diagram?
Forces are showing on arrows acting away from the centre of a box or a dot that represents the object.
Why use arrows for freebody diagrams?
Because they can represent both the direction and the magnitude of a vector (force in this case)
What does the size/length of an arrow show in a vector diagram?
Size and/or length represents the magnitude of the force. So the force’s strength.
How is a force’s direction shown on a freebody diagram?
The direction force acts in is shown by the direction the arrow is pointing in.
Should we label the arrows in vector diagrams? And if so with what?
In this particular case for forces, we should label the arrow with the names of the forces and the size of the forces in Newtons
What is the definition of a component in forces?
One of the TWO forces that are at a right angle (so two forces should be at 90 degrees to each other). These two forces can be added together to form their all together resultant force. When we say added together. I mean in terms of Pythagoras so like a2 + b2 = c2, but c2 is the resultant force here.
Any vector can be resolved into two components; explain this idea further
Well first of all, any vector can be resolved into two components at RIGHT ANGLES to each other. Second of all, it basically means that if a freebody diagram has a diagonal (north-east) arrow on it, it’s just the same as an arrow pointing upwards and an arrow pointing towards right
In a freebody diagram, the object has an arrow on it, pointing upwards and an arrow on it, pointing to the left; how can this be simplified!
The upwards arrow and the left arrow can be simplified into a diagonal arrow that’s pointing to the north west of the object. You can find the force of that arrow using pythagoras
Describe what a freebody diagram of an stationary object would look like? Wha forces are acting on it?
A stationary object freebody diagram looks like either a box or a circle in the centre with two arrows stemming from it. One points upwards and one points downwards. Both should be of same length. Either gravity or weight is the arrow pointing down and if the stationary object is on the ground (it has to be) then the upwards arrow is for reaction force