A doubly ionized molecule is studied in a mass spectrometer, where it is accelerated through a potential difference of −440 V and found to travel in a circular path of radius 2.50 cm in a 0.700-T magnetic field. What is the molecule’s mass? |
A doubly ionized molecule is studied in a mass spectrometer, where it is accelerated through a...
A doubly ionized molecule is studied in a mass spectrometer, where it is accelerated through a potential difference of −750 V and found to travel in a circular path of radius 9.90 cm in a 0.830-T magnetic field. What is the molecule’s mass?
Suppose that an ion source in a mass spectrometer produces doubly ionized gold ions (Au2+), each with a mass of 3.27 × 10-25 kg. The ions are accelerated from rest through a potential difference of 2.20 kV. Then, a 0.530-T magnetic field causes the ions to follow a circular path. Determine the radius of the path.
Suppose that an ion source in a mass spectrometer produces doubly ionized gold ions (Au^2+), each with a mass of 3.27*10^(-25) kg. The ions are accelerated from rest through a potential difference of 1.10 kV. Then, a 0.490 T magnetic field causes the ions to follow a circular path. Determine the radius of the path.
Suppose that an ion source in a mass spectrometer produces doubly ionized gold ions (Au^2+), each with a mass of 3.27 times 10^-25 kg. The ions are accelerated from rest through a potential difference of 2.20 kV. Then, a 0.710-T magnetic field causes the ions to follow a circular path. Determine the radius of the path.
1. Suppose that an ion source in a mass spectrometer produces doubly ionized gold ions -25 potential difference of 1.30 kV. Then, a 0.440 T magnetic field causes the ions to follow a circular path. Determine the radius of the path.
The picture above shows part of a mass spectrometer that can be used to measure molecular charge-to-mass ratios. A charged molecule (orange circle) is ionized and accelerated through an electric potential difference into a region with a uniform magnetic field. Here the magnetic field points out of the screen. The field makes the positively charged molecules undergo circular motion as shown. By adjusting the voltage difference between the plates, one can change the radius of curvature of the charged particles...
1a) A charged particle with a charge-to-mass ratio of |q|/m = 5.7 × 108 C/kg travels on a circular path that is perpendicular to a magnetic field whose magnitude is 0.55 T. How much time does it take for the particle to complete one revolution? 1b) Suppose that an ion source in a mass spectrometer produces doubly ionized gold ions (Au2+), each with a mass of 3.27 × 10-25 kg. The ions are accelerated from rest through a potential difference...
Please answer the following Chapter 21, Problem 22 The ion source in a mass spectrometer produces both singly and doubly ionized species, x+ and x2+. The difference in mass between these species is too small to be detected. Both species are accelerated through the same electric potential difference, and both experience the same magnetic field, which causes them to move on circular paths. The radius of the path for the species x+ is ri, while the radius for the species...
+V 0V Detector The picture above shows part of a mass spectrometer that can be used to measure molecular charge-to-mass ratios. A charged molecule (orange circle) is ionized and accelerated through an electric potential difference into a region with a uniform magnetic field. Here the magnetic field points out of the screen. The field makes the positively charged molecules undergo circular motion as shown. By adjusting the voltage difference between the plates, one can change the radius of curvature of...
The ions entering the mass spectrometer have the same charges. After being accelerated through a potential difference of 2.30 KV. singly charged 12ction moves in a circle of radius 111 cm in the magnetic field of a mass spectrometer. What is the magnitude of the field? Use these atomic mass values: 12c, 12.0 u: 14C, 14.0 u: 160, 15.99 u. The conversion between atomic mass units and kilograms is 1 u = 1.66 x 10-27 kg T