Modern computer memories use parallel-plate capacitors to store information, and these capacitors are the basic elements of a random-access memory (RAM) chip. Assume one of these capacitors has plates with an area of L xL, where L =1.0 µm (=1.0 ×10-6 m), and a plate separation of d =10 nm (=1.0 ×10-8 m). (a) Find the capacitance of such a capacitor. (b) Calculate the amount of charge that must be placed onto the plates to obtain a potential difference of 5.0 V across the plates. (c) How many electrons does this charge correspond to?

Physics for Scientists and Engineers, Technology Update (No access codes included)
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Chapter26: Capacitance And Dielectrics
Section: Chapter Questions
Problem 26.10OQ: (i) A battery is attached to several different capacitors connected in parallel. Which of the...
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Modern computer memories use
parallel-plate capacitors to store
information, and these capacitors are the
basic elements of a random-access
memory (RAM) chip. Assume one of these
capacitors has plates with an area of L ×L,
where L =1.0 µm (=1.0 ×10-6 m), and a
plate separation of d =10 nm (=1.0 ×10-8
m). (a) Find the capacitance of such a
capacitor. (b) Calculate the amount of
charge that must be placed onto the plates
to obtain a potential difference of 5.0 V
across the plates. (c) How many electrons
does this charge correspond to?
Transcribed Image Text:Modern computer memories use parallel-plate capacitors to store information, and these capacitors are the basic elements of a random-access memory (RAM) chip. Assume one of these capacitors has plates with an area of L ×L, where L =1.0 µm (=1.0 ×10-6 m), and a plate separation of d =10 nm (=1.0 ×10-8 m). (a) Find the capacitance of such a capacitor. (b) Calculate the amount of charge that must be placed onto the plates to obtain a potential difference of 5.0 V across the plates. (c) How many electrons does this charge correspond to?
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