1) Beam me up Scotty, take two: A proton beam of radius
thumbs up please,I gave you
the expression for magnetic field inside and outside so you can
calculate curl of them
5. A proton of mass at rest is bombarded from an accelerator beam by an antiproton of equal mass, the two particles annihilating each other into a pair of photons with momenta p, P Show that the angle between directions of flight of the photons is given by -me(A+ p.) PiP cos θ = 1 Show further that the angles 0,, 0, the scattered photons make with the incident beam obey cos = CP.P where Po, Eo are the momentum...
In proton-beam therapy, a high-energy beam of protons is fired at a tumor. As the protons stop in the tumor, their kinetic energy breaks apart the tumor's DNA, thus killing the tumor cells. For one patient, it is desired to deposit 0.10 J of proton energy in the tumor. To create the proton beam protons are accelerated from rest through a 1.1x104 kV potential difference What is the total charge of the protons that must be fired at the tumor?...
A proton moves in a circular orbit 150 mm in radius that is perpendicular to a uniform 0.25 T magnetic field. a. What is the speed of the proton? b. How long does it take for the proton to move once in a circle? c. Would the radius increase or decrease if the proton were heavier? d. Would the radius increase or decrease if the magnetic field were larger? e. Does the speed change if the proton were negatively charged?...
Work out the highest mass particle (X) that can be formed in a collision of: 1) a proton beam on a proton (hydrogen) target and of 2) two proton beams colliding head-on. Assume that in the collision the only particle produced is the particle X. Assume also that protons in the target are at rest and protons in the beams have energy Eb and momentum (0,0,±PB). The mass of the proton may be taken to be very small compared to...
4. A beam of protons moves in a circle of radius 0.3 T magnetic field. (a) What is the speed of each proton? (b) Determine the c frequency of the protons. (c) Determine the magnitude of the centripetal force on each proton. 0.25 m. The beam moves perpendicular to a yclotron
In the quark model of fundamental particles, a proton is composed of three quarks: two "up" quarks, each having charge +2e/3, and one "down" quark, having charge -e/3. Suppose that the three quarks are equidistant from one another. Take the distance to be 1.20×10-15 m and calculate the potential energy of the subsystem of two "up" quarks. (MeV)
In the quark model of fundamental particles, a proton is composed of three quarks: two "up" quarks, each having charge +2e/3, and one "down" quark, having charge -e/3. Suppose that the three quarks are equidistant from one another. Take the distance to be 1.48×10-15 m and calculate the potential energy of the subsystem of two "up" quarks. (MeV) Calculate the total electric potential energy of the three-particle system. (MeV)
A beam of protons moves in a circle of radius 0.19 m. The protons move perpendicular to a 0.39-T magnetic field. (a) What is the speed of each proton? (b) Determine the magnitude of the centripetal force that acts on each proton.
A proton is moving up and to the right in an electric field directed upward. Select the correct answer. 3a. The horizontal speed of the proton: < increases, decreases, or stays the same > 3b. The vertical speed of the proton: < increases, decreases, or stays the same > 3c. The proton moves in: < a straight line, a circle, a curved line of increasing slope, or a curved line with decreasing slope > Please give me full explanations and...
Considering hydrogen atom as a electron (mass Me and charge -e) circulates at a proton ( mass Mp and charge +e) doing a circular motion with radius r, therefore the total energy of electron=_____, and the magnetic field of circular motion by electron that acts on the proton=______.