Thursday, April 23, 2015

Italy

Friday, April 17, 2015

Physics Competition 2015

Physics Competition 2015

Dear Students,
The Center for Theoretical Physics and the Physics Department invite you to participate in City Tech’s Physics Competition!
You solve physics problems. You win prize money. Last year, $700 in prize money was distributed among five students, just like you!
  • The competition will consist of two rounds.
  • In the first round, you will solve a set of problems at home.
    • You can use books and calculators. However, you must work alone.
    • You submit your solutions online through this site by uploading a file.
  • The students who pass the first round will be invited to participate in the second round, which will consist of solving problems in a classroom. The winners of this round will receive prize money.
The competition is open to any enrolled City Tech student. The problems do not require knowledge of calculus.
You may pick one of two competition tracks: mechanics or electromagnetism -- or participate in both!
Good Luck!

Evaluation of your work

All work must be shown in your submission. Your solutions will be evaluated based on the work and not just the final answer.

Work Submission

To submit your work use "Submit Your Solution" menu item in the left panel.

Schedule

This year, your solutions must be submitted by April 20th, 2015, see "Important Dates" menu item for the timeline. Our solutions of the problems will be published on this web site a few days after the submisstion deadline.

The Second Round

The second round will be held n the beginning of May, 2015. Please see "Important Dartes" for more details. Only students who are selected from the first round will take part at the second round.

Contact Us

If you have any question, contact us via email: igrigorenko@citytech.cuny.edu


Main Page

Important Dates

Download Problems

Submit Your Solution

Solutions

Sunday, November 9, 2014

Chapter 21, Problems 4, 7. A single loop of wire ...

Physics Olympiad


Chapter 21, Problem 4. A single loop of wire with an area of x1 m2 is in a uniform magnetic field that has an initial value of x2 T, is perpendicular to the plane of the loop, and is decreased with the constant rate of x3 T/s.
(a) What emf is induced in this loop?






(b) If the loop has a resistance of x4 Ω, find the current induced in the loop.






Chapter 21, problem 7. A closely wound rectangular coil of N turns has dimensions of x1 cm by x2 cm. The plane of the coil is rotated from a position where it makes an angle of x3ᵒ with a magnetic field of x4 T to a position perpendicular to the field. The rotation takes x5 s.
What is average emf induced on the coil?


Tuesday, November 4, 2014

Magnetic Field and Magnetic Forces: Problems

Chapter 20, problem 31.

A rectangular x1 cm by x2 cm circuit carrying an x3 A current is oriented with its plane parallel to a uniform x4 T magnetic field (Figure 20.62, page 693).
(a) Find the magnitude and direction of the magnetic force on each straight segment of this rectangular circuit.
Illustrate your answers with clear diagrams.
(b) Find the magnitude of the net force on the entire circuit.
(c)  Find the magnitude of the net torque on the entire circuit.


Chapter 20, problem 57.

A circular metal loop is x1 cm in diameter.
How large a current must flow through this metal so that the magnetic field at its center is equal to the magnetic field of x2 T?

Chapter 20, problem 62.

Two circular concentric loops of wire lie on a tabletop, one inside the other.
The inner loop has a diameter of x1 cm and carries a clockwise current of x2 A,
as viewed from above, and the outer wire has a diameter of x3 cm.
What must be the magnitude and direction (as viewed from above) of the current in the outer loop so that the net magnetic field due to this combination of loops is zero at the common center of the loops?

Chapter 20, problem 64.

A solenoid contain N coils of very thin wire evenly wrapped over a length of x1 cm.
Each coil is x2 cm in diameter.
If yhis solenoid carries a current of x3 A, what is the magnetic field at its center?