I need to find the path that corresponds to each ion, as per the sketch
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I am having trouble solving this physics question. This beam is made from four ions and enters a uniform magnetic field B=0.4 T. The four ions that make up the bean are as follows with masses and charges:
(m,q)
(m,-q)
(2m,q)
(2m,-q)
here, q=1.6*10^-19C
all of the ions enter the magnetic field at a speed of v=4.5*10^6m/s
1. I need to find the path that corresponds to each ion, as per the sketch
2. How can I determine the magnitude and direction of the electric field that should be applied in the region of the magnetic field, so that (m,q) can pass the magnetic field undeflected. Like in path 5.
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- I am having trouble solving this physics question. This beam is made from four ions and enters a uniform magnetic field B=0.4 T. The four ions that make up the bean are as follows with masses and charges: (m,q) (m,-q) (2m,q) (2m,-q) here, q=1.6*10^-19C all of the ions enter the magnetic field at a speed of v=4.5*10^6m/s 1. I need to find the path that corresponds to each ion, as per the sketch 2. I need to determine the mass m, considering the radius of ion (m,-q =) is r=0.34cm 3. I would like to find which of the particles would leave the magnetic field at the highest speed.After being accelerated to a speed of 1.92×105 m/s , the particle enters a uniform magnetic field of strength 0.800 T and travels in a circle of radius 34.0 cm (determined by observing where it hits the screen as shown in the figure). The results of this experiment allow one to find m/q. Find the ratio m/q for this particle. Express your answer numerically in kilograms per coulomb.can you please ans (a) (b) (c)?
- A small rod magnet has a magnetic field at a distance from it as large as Hom B = 2nz3 Where z is the distance from the magnet on the axis connecting the north pole and south, m is the moment of magnetic dipole. Assuming electrons orbit protons like small rod magnets, determine the m magnetic dipole of an electron orbiting an atom.A singularly-charged ion (i.e. a neutral atom which has gained one electron) with kinetic energy of 7x10−15 J follows a circular path of radius 0.6m when placed in a magnetic field of 0.5T. (Note that the charge of an electron is e = 1.6 x 10−19 C.) a) Using the fact that the ion is going in a circular motion in a magnetic field, what is the ion’s momentum (in kg.m/s)? b) What is the ion’s speed (in m/s)? c) What is the ion’s mass (in kg)? d) An electric field is added to the experiment and adjusted so that the ion passes through without any deflection. What is the magnitude of this electric field (in T)?This time I1 = 9.01, I2 = 1.40 A, and the two wires are separated by 8.41 cm. Now consider the charge q = 5.09 x 10^-6 C, located a distance of 7.00 cm to the right of wire I2, moving to the right at speed v = 66.0 m/s. What is the magnitude of the total magnetic force on this charge? 2.21E-09 N 1.11E-09 N 5.27E-09 N 3.69E-09 N
- This time I1 = 5.03, I2 = 1.44 A, and the two wires are separated by 9.70 cm. Now consider the charge q = 7.27 x 10^-6 C, located a distance of 4.27 cm to the right of wire I2, moving to the right at speed v = 24.6 m/s. What is the magnitude of the total magnetic force on this charge? 1.19E-09 N 9.52E-10 N 2.49E-09 N 1.99E-09 NQ. 3: A proton moves through a uniform magnetic field given by B = (30 î – 205) mT. At a time t1, the proton has a velocity given by = the proton is FB (Vz î + (2000m/s)ĵ) and the magnetic force of (4 * 10-17N) k. At that instant, what is the velocity vx?2.4: A proton moves through a uniform magnetic field given by B = (10 i- 203 – 30k) mT. At a time ti, the proton has a velocity given by v = (v, i + v, j + (2000m/s)k ) and the magnetic force on the proton is F, = (4 • 10-i7N) i + (2 • 10-17 N) j. At that instant, what are the (i) velocity v½ and (b) velocity vy? %3D
- Answer?Please asapAtom 1 of mass 35 u and atom 2 of mass 37 u are both singly ionized with a charge of +e. After being introduced into a mass spectrometer (see the figure below) and accelerated from rest through a potential difference V = 7.5 kV, each ion follows a circular path in a uniform magnetic field of magnitude B = 0.30 T. What is Δx, the distance between the points where the ions strike the detector?