The potential energy of a charge (Q1) in the presence of another charge (Q2) can be expressed in terms of the Coulomb potential (phi) V = Q1 · ¢ Q2 $ = The units of potential are joules per Coulomb, so when phi is multiplied by a charge in Coulombs, the result is in joules. The combination joules per Coulomb occurs widely, and was therefore given it own name: a volt (V). Calculate the Coulomb potential due to the nuclei at a point in a LiH molecule located 200pm from the Li nucleus and 150pm from the H nucleus. Hint: Use Q=+Ze, where Z is the atomic number and e is the elementary charge. (ans: 31.2 V)
The potential energy of a charge (Q1) in the presence of another charge (Q2) can be expressed in terms of the Coulomb potential (phi) V = Q1 · ¢ Q2 $ = The units of potential are joules per Coulomb, so when phi is multiplied by a charge in Coulombs, the result is in joules. The combination joules per Coulomb occurs widely, and was therefore given it own name: a volt (V). Calculate the Coulomb potential due to the nuclei at a point in a LiH molecule located 200pm from the Li nucleus and 150pm from the H nucleus. Hint: Use Q=+Ze, where Z is the atomic number and e is the elementary charge. (ans: 31.2 V)
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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![The potential energy of a charge (Q1) in the presence of another charge (Q2) can be expressed in
terms of the Coulomb potential (phi)
Q2
V = Q1 · Þ
The units of potential are joules per Coulomb, so when phi is multiplied by a charge in Coulombs,
the result is in joules. The combination joules per Coulomb occurs widely, and was therefore given
it own name: a volt (V). Calculate the Coulomb potential due to the nuclei at a point in a LiH
molecule located 200pm from the Li nucleus and 150pm from the H nucleus. Hint: Use Q=+Ze,
where Z is the atomic number and e is the elementary charge.
(ans: 31.2 V)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F279d9c1a-8686-4970-a64d-6e4fa13a7ad9%2F7c5e297b-bf04-4b45-b266-3f9fb7ab9ebc%2Fhyzpiwl_processed.png&w=3840&q=75)
Transcribed Image Text:The potential energy of a charge (Q1) in the presence of another charge (Q2) can be expressed in
terms of the Coulomb potential (phi)
Q2
V = Q1 · Þ
The units of potential are joules per Coulomb, so when phi is multiplied by a charge in Coulombs,
the result is in joules. The combination joules per Coulomb occurs widely, and was therefore given
it own name: a volt (V). Calculate the Coulomb potential due to the nuclei at a point in a LiH
molecule located 200pm from the Li nucleus and 150pm from the H nucleus. Hint: Use Q=+Ze,
where Z is the atomic number and e is the elementary charge.
(ans: 31.2 V)
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