Class
49.5: Friday,
2/9/24 Warm Up: 1. What is the point of having a variety of gears on a bicycle? (or a car, motorcycle, etc.) 2. If you ride as fast as possible in one gear, how does your acceleration change over time? 3. How does changing to a higher gear affect F and d (e.g. Fd vs Fd)... where your foot meets the pedal; and where the tire meets the road?
Today:
Homework:
|
Class
49: Thursday,
2/8/24 Warm Up: 1. Where does a compound bow store most of its energy? 2. What purpose(s) do the pulleys of a compound bow serve? 3. Based on this simplified graph of draw force vs distance, how much work is done in fully drawing the bow?
Today:
Homework:
|
Class
48.5: Wednesday,
2/7/24 Warm Up: None
Today:
Homework:
|
Class
48: Tuesday,
2/6/24 Warm Up: Assuming that all three bows are drawn to a distance of 0.5m... 1. Which bow stores the most energy when it is drawn to this distance? 2. Estimate the energy stored in each bow. 3. Why is the compound bow curve so different?
Today:
Homework:
|
Class
47.5: Monday,
2/5/24 Warm Up: 1. Can you guess what the "sisyphus train" does? Today:
Homework:
|
Class
47: Friday,
2/2/24 Warm Up: Sketch a line graph showing the changes in energy from the point when the mass is released until bobs back up to its highest point. Include PEgrav, PEspring, KE, and OE. Today:
Homework:
|
Class
46.5: Thursday,
2/1/24 Warm Up: Consider the event you examined in the pulley lab -- which begins as heavier block A starts to fall, causing a lighter block B to rise -- and which ends just before block A hits the "ground." Populate graph on the right with bars showing the distribution of energy at the beginning and the end of this event. Today:
Homework:
|
Class
45.5: Tuesday,
1/30/24 Warm Up: The pictures on the right all show simple machines. Simple machines allow the same work to be done with more convenient combinations of force and distance. 1. For each picture, identify the machine (s). 2. For each machine, tell how the machine alters the distance over which force must be applied by the human using the machine. 3. How does the machine alter the force that the human must apply? 4. Which "machine" is fundamentally different? Why? If you don't have a quick answer to this, move on to the other questions and come back to this one. Today:
Homework:
|
Class
45: Monday,
1/29/24 Warm Up: A compact car (1,500kg) and a fully-loaded dump truck (36,000kg) are traveling at the same speed on level ground... 1. Compare the distances that they will slide if they both lock up their wheels and skid to a stop. Assume that their coefficients of friction are equal. 2. Compare the distances that they will travel up a "runaway truck ramp" before coming to a stop.
Today:
Homework:
|
Class
44.5: Friday,
1/26/24 Warm Up: In this video, a driver supposedly enters a loop-the-loop at a speed of 36mph (16.1m/s). The driver supposedly experiences 6g at the bottom and approximately 0g at the top. 1. They say the loop is 40feet high. Based on that height, what is the approximate centripetal acceleration at 16.1m/s? 2. Assuming that no non-conservative work is done once the car enters the loop, do these numbers really work? If not, what numbers would? Today:
Homework:
|
Class
44: Thursday,
1/25/24 Warm Up: A 1,000kg elevator travels upward a distance of 5m at a constant speed of 1m/s. 1. What happens to the elevator's PE and KE during this trip? 2. Use the formula PE0 + KE0 +WNC = PE + KE to write an expression for the non-conservative work done on the elevator. 3. What is the net force acting on the elevator? Use that net force to calculate the work done on the elevator. 4. There should be a conflict between your answers to #2 and #3. What is the conflict? How can we resolve it? Today:
Homework:
|
Class
43.5: Wednesday,
1/24/24 Warm Up: Skip it. Jump right to the notes. Today:
Homework:
|
Class
43: Tuesday,
1/23/24 Warm Up: Energy of the puck. The puck sits on the ice... 1. Which of these would change the puck's energy: a) someone picks up the puck and holds it at a height of 1m; b) someone kicks the puck sideways, causing it to slide away c) someone stands on the puck. 2. What is energy? 3. Consider the person lifting the puck one meter and write an equation. On one side of the equation, place the energy that the puck had before the action. On the other side of the equation, place the energy that the puck had after the action. Now find a way to balance the equation in a manner that makes sense. Clearly, you're going to have to add a missing piece to make this work. 4. Think about the missing piece you added to make the equation balance. What are some ways that it could be varied without changing the starting and ending energy totals? 5. Repeat steps 3 and 4 for the kicking of the puck (beginning before the kick and ending just after the puck leaves the foot). 6. How can we wrap all of this into a tidy equation that sums up the most important aspects of this next unit? Today:
Homework:
|
Class
42: Friday,
1/12/24 Warm Up: A 100kg human stands at rest on a 25 degree slope. The coefficient of friction between the human's shoes and the slope is 0.2. The human suddenly runs downhill as fast as possible for 4m and then "slams on the brakes," sliding to a stop. 1. How long does it take them to travel 4m? 2. How far do they slide after hitting the brakes? 3. Graph their motion for this event (consider downhill to be positive and uphill to be negative.
Today:
Homework:
|
Class
41.5: Thursday,
1/11/24 Warm Up: 1. What's happening to this guy? Why? How does it work? 2. In a moment I'm going to stand still; walk to the right at a constant speed; stop; and then walk to the left at a constant speed. Sketch graphs of my displacement, velocity, and acceleration. Today:
Homework:
|
Class
41: Wednesday,
1/10/24 Warm Up: Someone is using a leaf blower to propel a hovercraft on a hockey rink. Assuming that this an essentially frictionless evironment, what can they do in order to travel in a uniform circle? How does that work? Today:
Homework:
|
Class
40.5: Tuesday,
1/9/24 Warm Up: 1. Is uniform circular motion a cause, an effect, or both? 2. If it's a cause, what is its effect? If it's an effect, what is its cause? Today:
Homework:
|
Class
40: Monday,
1/8/24 Warm Up: None Today:
Homework:
|
Class
39.5: Friday,
1/5/24 Warm Up: 1. Which formulas will be provided on the test? 2. Which formulas can be easily derived? 3. For each formula... a) to what situation does it apply? b) to what does each letter apply?
Today:
Homework:
|
Class
39: Thursday,
1/4/24 Warm Up: Theoretically, any object in the Universe can be made to move in uniform circular motion. Choose one of the random objects from the picture and describe what would you need to do in order to make that object move in uniform circular motion. Today:
Homework:
|
Class
38.5: Wednesday,
1/3/24 Warm Up: The graphic on the right is an attempt to illustrate the scope of circular motion problems that might appear on Friday's test. Envision a problem scenario for each cause and condition. Today:
Homework:
|
Class
38: Tuesday,
1/2/24 Warm Up: The car is driven at a constant speed through the loop-the-loop. 1. Sketch a force diagram for each letter in the diagram. Identify each force. 2. Write an expression for normal force at each letter. Today:
Homework:
|
Class
37.5: Friday,
12/22/23 Warm Up: Some cultures celebrate a character called Santa Claus, who delivers presents around the world in a sleigh. This event occurs over a time interval known as Christmas Eve. Starting from rest, if Santa were to deliver a present to every child who believes in him, how fast would Santa need to accelerate between stops in order to deliver all of the presents on Christmas Eve? Santa Claus from an Engineer's Perspective Today:
Homework:
|
Class
37: Thursday,
12/21/23 Warm Up: NoneToday:
Homework:
|
Class
36.5: Wednesday,
12/20/23 Warm Up: NoneToday:
Homework:
|
Class
36: Tuesday,
12/19/23 Warm Up: 1. Why do we have tides? 2. Why is there a high tide on the opposite side of the Earth from the Moon? 3. Which object is excerting a greater gravitational force on you right now, the Moon or the Sun? 4. How is this related to black holes? Today:
Homework:
|
Class
35.5: Monday,
12/18/23 Warm Up: 1. What's the formula for the net force acting on the jogger in the video? 2. Approximately how fast is the jogger in this video moving? 3. If the jogger turned around and jogged the other way, would he feel any different? 4. What must move in order for the person to experience simulated gravity... the space station, the person, neither, or both? What does "move" mean in outer space? Today:
Homework:
|
Class
35: Friday,
12/15/23 Warm Up: None Today:
Homework:
|
Class
34.5: Thursday,
12/14/23 Warm Up: The ball is moving at a constant speed in a circular path. 1. What is the direction of its acceleration? 2. How do we know this? Today:
Homework:
|
Class
34: Wednesday,
12/13/23 Warm Up:
A waiter at Bramble is
delivering a chunk of bone (marrow in the middle), basted in synovial
fluid, to some dinner guests. Touching only the perfectly
smooth and flat serving tray (also made of bone), the waiter must
deliver the essentially frictionless dinner bone to the guests,
placing it carefully so that it sits at rest on their table. 1.
Assuming that the bone and tray in the picture
start at rest, describe what the waiter would need to do in order to make
this happen? 2. Using
the head-to-tail method, sketch the forces acting on the bone at various
times during the waiter's feat.
[Let's just assume that
the bone is frictionless.]
Today:
Homework:
|
Class
33.5 Tuesday,
12/12/23 Warm Up: Cheryl wants to use some string and a nail to hang a treasured portrait of great-great-grandfather Ernesto as a young man. The portrait is rather heavy. Rank the three configurations on the right according to their risk of exceeding the breaking strength of the string. Today:
Homework:
|
Class
32.5: Friday,
12/8/23 Warm Up: -- video of the solution to this problem A 4 kg mass is suspended by an ordinary string from the ceiling of a fully-enclosed train car. The car is on a level surface at sea level, and the angle shown remains constant. How many of these can we deduce from this information? A) The mass' direction of movement B) The mass' acceleration C) The mass' velocity C) The string tension Today:
Homework:
|
Class
32: Thursday,
12/7/23 Warm Up: In this next short unit, you will be finding all of the forces and accelerations in situations like those shown on the right. What general problem-solving strategy(ies) might be helpful? Today:
Homework:
|
Class
31.5: Wednesday,
12/6/23 Warm Up: One end of a rope is attached to the Gladys' belt. Gladys is pulling directly downward on the other end. Assuming that the pulley and rope are massless and fictionless, how much downward force must Gladys apply in order to ascend? Gladys weighs 500N. Today: Homework:
|
Class
31: Tuesday,
12/5/23 Warm Up: None Today:
Homework:
|
Class
30.5: Monday,
12/4/23 Warm Up: If the coefficient of friction is zero... 1. Which blocks affect the net force acting on the entire system? 2. Which blocks affect the acceleration of the entire system? 3. To which blocks would you assign numerically negative values for acceleration (during your calculations). When? Explain?
Today:
Homework:
|
Class
30: Friday,
12/1/23 Warm Up: Draw diagrams showing all of the individual and net forces acting on the underlined protagonists in the situations on the right.
Today:
Homework:
|
Class
29.5: Thursday,
11/30/23 Warm Up: At point C in the diagram on the right, the ball is in the process of bouncing off of the wall. The ball's mass is 0.15kg, and its current velocity is zero. At this moment, the ball is exerting a 2N rightward force against the wall. 1. Draw a diagram showing all of the individual forces, and the net force, acting on the ball at letter C. 2. Calculate the magnitude and direction of the ball's current acceleration. 3. Is this situation possible? Is it realistic? Today:
Homework:
|
Class
29: Wednesday,
11/29/23 Warm Up: None
Today:
Homework:
|
Class
28.5: Tuesday,
11/28/23 Warm Up: An acceleration graph for a rocket launch with a parachute might look something like this. 1. Locate these moments in time ("snapshots" from the project). a. sitting on the launch pad b. Thrust phase c. Beginning of coasting phase d. Apogee e. Moment during descent when net force is highest f. Just before landing g. Impact 2. How would this graph look different if there were no parachute? Today:
Homework:
|
Class
28: Monday,
11/27/23 Warm Up: Get together with your group and make a copy of the "[your names]Water Rocket Flight Model" spreadsheet in Google Classroom. We're going to populate it together.
Today:
Homework:
|
Link to classes 1-27.5 |