Ignore the letter a. See b.
I disagree with the variation of the velocity. To me, that need to be 2(Vo+V)
" My point is that initial velocity before striking the wall was Vo towards the left and after the collision, the velocity is Vo + 2V towards the right, thus making the change of velocity...
The construction of this climbing wall is all done with 2x6 boards and 3/4" plywood. With some base calculation I estimate the wall to weigh roughly 400 lbs. Assuming the max weight of a climber is 200lbs. That would put me at 600lbs. Since this wall is on a hinge the maximum weight at the top...
The answers show that the static friction between the book and the wall points in the same direction as the vertical component of the applied force. That is, Fsin(θ) + ForceFriction -Mg=0. But why does the friction point in the same direction as the vertical component of F? More generally, if...
Hi, I'm looking for help making a graph/model for evaluating the "bounce" of a mass behind a spring that collides with a wall. The setup would include one simple spring mass system that is attached to a wall, and another wall which is closer to the mass than the spring's free length. The mass is...
(So this is the system given)
The following is my analysis:
(i)
(ii)
Well, my problem is - I got a negative acceleration and its quite impossible to have block B moving to the left. So I am wondering if there are any mistakes I've made.
M = r x F
r = 0
∴ M = 0
But this is clearly wrong. For some reason, the "reaction moment" must exist. Why? Where does it come from? More specifically, which force(s) produces the bending moment, and at what distance(s)? Does it come from the reaction force form the wall on the left end of the...
I tried to work out the solution using h. I get a trapezium, but there is always a lack of additional information. I looked up the solution and BAM, there is this simple equation for sinα.
I really don't understand how do we get such a solution. I leaned you can use trigonometric functions in a...
I think we can.Although the wall is not moving, it is just because the wall has a huge mass.As rhe law of the conservation of momentum states(suppose the ball hits the wall from the left), when the momentum decrease by J, the momentum of the wall increase by J, which means the momentum of the...
I've been working on this problem for a couple days now and I'm clearly missing something.
I first went ahead and solved the triangle. Hypotenuse is 5, height is 4, the last side is 3 and the angle is 53 degrees.
I went ahead and did the sum of forces in the y direction = Fn - Fbucket - Fearth =...
There are two questions that arose in my mind, first of all tokamaks use toroidal field coils which create a toroidal field within the torus to shape the plasma and confine it, but here is a question, the toroid coils have a static B field produced from a DC current in them, what kind of metal...
My attempts involved using suvat equations to determine the rebound distance :
S = 0.5 * (u + v)*t
With u being 50 and v being 0
t being time taken to fall down (Height of impact / gravitational acceleration)
t = 48.41 / 9.81
Plugging the numbers in gives
S = 123.365m
This is where i get...
I am operating via finite differences.
Say for example, I have this pipe that contains a fluid. I have the boundary condition at x = x1:
k is the effective thermal conductivity of the fluid, T is the temperature of the fluid at any point x, hw is the wall heat transfer coefficient, and Tw is...
A container of height 3m and width 5m is filled with water upto 2 m. It is accelerated such that the water is at the brim (it is about to spill). When it moves with this acceleration find the force acting per unit width on the vertical wall.
I found the acceleration for the condition provided...
we know that the center of instantaneous 0 velocity lies in the interception of 2 perpendicular lines to 2 points, which in this case lies above B. The velocity of any point of the rod can be described relative to the center of instantaneuous 0 velocity ##(Q)## as: $$\vec v_{P/Q}=\vec \omega...
1. For the car to apply brakes, we have ##v^2=2ar⇒a=\frac{v^2}{2r}=μg\;\;[ma=μmg]⇒v=\sqrt{2μgr} ##
2. For the car to go in a circle ##\frac{mv^2}{r}=μmg\Rightarrow v=\sqrt{\mu gr}##.
We find from above that the maximum velocity ##v## possible to avoid a collision is ##\sqrt{2}## times as much...
I want you to tell me if I'm right
For 1), does ##m_2## feel a normal force? Because I don't think so, since it isn't pushing the wall.
For 2), ##m_2## suffers a normal force because it feels a pseudo-force to the left and so it pushes the wall
Hello.
http://www.jb.man.ac.uk/distance/frontiers/cmb/node10.htm
The above article refers to the CMB "wall" in sections 2.4.2 and 2.4.2.1. It's my current understanding that this wall prevents observation of the very early universe; i.e, earlier than 380,000 years after the Big Bang. I also...
Hi all. Multiple part problem that I'm really stuck on. I'll attach a file.
At first I had attempted the whole problem with the idea that fixed wall was a fixed point, and that the mass on a spring was a "free" point. But I learned later that the mass can't be treated like a "free" point since...
Because of temperature, molecules of fluid have chaos movements.So I do not understand why in steady flow,the molecules of fluid can not move through the wall of flow tube?I think two layers of fluid exchange molecules while they move.How do we understand when saying: fluid can not move through...
I’m designing a subsea sensor that will go to a max depth of 600 m (6 MPa/60 bar). In a simple model, it will be made of a pressure housing cylinder and two end caps, all grade 5 titanium. Some geometry is attached.
I’m looking for advice on how to calculate the thickness of the...
Hi!
Im trying out an experiment, where a newspaper page is supposed to stick to a wall using a wooden pencil, by rubbing the pencils long side on the newspaper page while its on the wall.
But its not really working.
I have checked the pencil, and there is no coating on it, just wood. It is...
A dumbbell consisting of two weights of mass m and a bar connecting them of length L is sliding down a frictionless wall and floor, with one weight on the wall and one on the floor. The dumbbell starts sliding from rest. Find the speed of the two weights when they are equal in speed.
I tried...
When I first started this, I thought I'd need only one spike to stitch the 6x6s together and to fix it to the ground.
But OK, I need two after all.
Having finished two, I realized it's still not secure!
How did I end up needing three spikes to stitch one section of wall? What did I do wrong??
Every trajectory follows a parabola if we neglect air resistance. So we can calculate the maximum distance in x direction s_max. Also we can determine the time it takes to hit the ground again t_max. If the ground is everywhere the same height, I can assume that at t_max/2 the height (s_y) is at...
Hello,
i am trying to design a dewar for experiments at very low temperature. Unfortunately i do not know how to calculate the wall thickness. I can calculate the heat flow through the wall, but i do not know what to do further. Do someone know how to calcualte the thickness of the wall for a...
First, I am not an engineer, nor am I formally studying the subject. So, please pardon my ignorance.
I recently found these in the walls of the staircase in our flat:
The walls of the staircase had not been painted properly by the builder. Due to water seepage and damp, parts of the plaster...
Homework Statement
https://imgur.com/v13K6sE
a uniform rod of mass m is placed as shown, with one of its end resting on a smooth wall while 1/4 of the rod's length is sticking out of a rough table. Find the net force the table exert on the rod at the corner.
Homework Equations
i drew the free...
Homework Statement
Parallel water waves of wavelength 10 m strike a straight sea wall. The wavefronts make an angle 30o with the wall. What is the difference in phases between the waves at two points 5 m apart along the wall?
a. 30o
b. 45o
c. 90o
d. 156o
e. 180o
Homework Equations
Δφ = Δx / λ...
Homework Statement
A brass bar and a steel bar, each 0.8 m long are at a temperature of 20oC. Each bar is placed at that temperature between rigid walls 0.8 m apart. The cross - sectional areas for the brass and steel bars are 0.005 m2 and 0.003 m2, respectively. The coefficient of linear...
When you negatively charge a balloon, by rubbing it on clothes, and then placing it against the wall, why doesn't the electrons move to the wall, causing the balloon to drop?
I would have thought the electron transfers to the wall - therefore an example of conduction.
Why is it induction and...
Homework Statement
There is an inclined plane which is inclined at an angle of 37° to the horizontal. A projectile is projected perpendicularly to the inclined plane at a velocity of 50m/s such that it strikes a wall kept at the foot of the inclined plane perpendicularly. Find the time taken...
Hi,
I`m seeking for help in the following problem.
A flat vertical board is traveling in water which is to be considered as ideal. One of its ends is in water, the other one is outside the water. Its velocity is v with respect to its normal. What is the velocity of the water stream directed up...
Homework Statement
A ball of mass 0.075 is traveling horizontally with a speed of 2.20 m/s. It strikes a vertical wall and rebounds horizontally. Due to the collision with the wall, 20% of the ball's initial kinetic energy is dissipated.
Show that the ball rebounds from the wall with a speed of...
Homework Statement
Serway Physics Section 2.4 Acceleration
14. A 50.0-g Super Ball traveling at 25.0 m/s bounces off a brick wall and rebounds
at 22.0 m/s. A high-speed camera records this event. If the ball is in contact with the
wall for 3.50 ms, what is the magnitude of the average...
Homework Statement
A gas-fired tube heater has the following data:
Dimensions of the combustion chamber: 15 * 20 * 40 ft
Tube outside diameter: 5 in
Temperature of the tube=800° F
Center to center spacing: 8 in
Number of tubes (arranged in a single row of which 6 tubes are shield tubes) ...
Homework Statement
A 70 kg window cleaner uses a 16 kg ladder that is 5.6 m long. He places one end on the ground 2.0 m from a wall, rests the upper end against a cracked window, and climbs the ladder. He is 3.5 m up along the ladder when the window breaks. Neglect friction between the ladder...
Hey! I've been trying to figure out these two problems but can't seem to get the right answer. Was wondering if someone could help me out?
1.
A block is pressed against a vertical wall by a force F, as the drawing shows.
This force can either push the block upward at a constant velocity or...
My sister recently removed a structural wall in her ground floor apartment and I am very concerned about the workmanship.
She trusted her builder to work out the size of the steel lintel which supports a masonry wall on the first floor above and above the first floor - is a standard pitched...
Hi
If I know the velocity, mass and diameter of a missile from a failed pressure test how can I calculate the minimum thickness of a containment sheet steel wall say 1 meter away?
I have 2 new battery operated clocks that have been lying on the shelf for 50 years never used them both run after I oiled them, they have a motor that winds up a spring and the a little spring that goes around in circle one end fastened to shaft the outside end to a fixed point this rocks back...
Homework Statement
A rod is attached to a wall in such a way it can swivel. In this case: In which direction does the force (of the wall on the rod) point to?
Here are two examples (see under attached files), but the the direction of the force is different. Why? Is maybe one of the pictures...
Homework Statement
Ladder leans against wall at angle θ. It is L meters long and mass m. Find the coefficient of friction with the floor. Assume no friction at the top.[/B]Homework Equations
ΣFx = 0
ΣFy = 0
Στ = 0
ƒ = μFn (Fn being the normal force with the ground)
The Attempt at a Solution...
I wanted to dig deeper on previous question regarding Normal forces and banked turns vs. inclined planes. Intuitively, when a car going around a banked turn is going faster than the "tuned" speed (i.e., the speed at which no friction is required to keep it on the track), it will need friction...
Homework Statement
A furnace wall consists of three layers of material as shown below.
The thermal conductivities are:
Firebrick = 1.15 W m–1 K–1
Insulating brick = 0.17 W m–1 K–1
Ordinary brick = 0.62 W m–1 K–1
Calculate:
(i) the thermal resistance of each layer
(ii) the heat loss per...
Homework Statement
A small reheating furnace wall consists of 200 mm of firebrick. The inner surface of the wall is at a temperature of 320 °C and the outside temperature is 35 °C. Calculate the rate at which heat is transferred, by conduction, through unit area of the wall. The thermal...
When there is a wall and a huge machine tried to move it and applied force on it at a point, why will the wall break at the spot the force is being applied and not move away?