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.
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.
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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.
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