Ch. 2: Work and Energy Flashcards
(46 cards)
defn: energy
a system’s ability to do work or (more broadly) to make something happen
defn: kinetic energy
the energy of motion
objects that have mass and that are moving with some speed will have an associated amount of kinetic energy
what is the SI unit for all forms of energy?
joule (J)
defn: potential energy
energy that is associated with a given object’s position in space or other intrinsic qualities of the system
it has the “potential” to do work
what are the two types of potential energy that are dissipated as movement?
- gravitational potential energy
- elastic potential energy
defn: gravitational potentail energy
depends on an object’s position with respect to some level identified as the datum (“ground” or the zero potential energy position which is usually chosen for convenience)
what state is a spring in when it is at equilibrium?
relaxed! and it has a characteristic length
defn: elastic potential energy
the energy that a spring has when it is stretched or compressed from its equilibrium length
defn: spring constant (k)
a measure of the stiffness of the spring
defn: total mechanical energy
the sum of an object’s potential and kinetic energies
defn: first law of thermodynamics
accounts for the conservation of mechanical energy
energy is never created nor destroyed, merely transferred from one form to another
does the first law of thermodynamics imply that total mechanical energy will be constant? why or why not?
no! not necessarily
the total mechanical energy equation does not account for other forms of energy (like thermal transferred as a result of friction)
if frictional forces are present, some of the mechanical energy will be transformed into thermal energy and will be “lost” (dissipated) from the system and not accounted for by the equation
if frictional forces are absent (or other nonconservative forces), the sum will be constant
defn: conservative forces
those that are path independent and that do not dissipate energy
do conservative forces have potential energies associated with them?
yes!
what are the two most common conservative forces on the MCAT?
- gravitational
- electrostatic
what are the two methods for determining if a force is conservative?
- If the change in energy of a system around any round-trip is zero
- a system that is experiencing only conservative forces will be “given back” an amount of usable energy equal to the amount that had been “taken away” from it in the course of a closed path
- if the change in energy is equal despite taking any path between two points
is total mechanical energy conserved when nonconservative forces are present?
no!
what are three nonconservative forces?
- friction
- air resistance
- viscous drag
what is the work done by nonconservative forces equal to?
the amount of energy “lost” from the system
(not actually lost, just transformed into another form of energy that is not accounted for in the mechanical energy equation)
are nonconservative forces path dependent or path independent? what does this imply?
path dependent
the longer the distance traveled the larger the amount of energy dissipated
what is the SI unit for work?
the joule (j)
defn: work
not actually a form of energy itself, but a process by which energy is transferred from one system to another
what are the two methods of energy transfer?
- work
- heat
how is energy transferred through work?
energy is transferred through the process of work when something exerts forces on or against something else