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vekshin1
4 years ago
9

calculate the diameter of the fifteen orbit of the hydrogen atom if the diameter of the innermost orbit is 1.06 A

Physics
2 answers:
mash [69]4 years ago
8 0
We know, dₓ α n² d₁

For n = 15 (15th Orbit)

It would be: d₁₅ = 15² * 1.06

d₁₅ = 238.5 A

In short, Your Answer would be: 238.5 A

Hope this helps!
Zarrin [17]4 years ago
8 0

Answer:

r_{n} =n^{2} *r_{1}=15^{2} *0.53A=119.25A

Explanation:

Following the Bohr model radii, where r_{n} =n^{2} *r_{1} for the hydrogen atom, we can calculate the nth radius if we know the first one, as long as n is a whole number.

The problem gives us the first diameter, and we also know that d=2r so r_{1}=\frac{d_{1} }{2}

r_{1}=\frac{d_{1} }{2}=\frac{1.06 A}{2} =0.53A

Now we change this value in the Bohr model radii formula:

r_{n} =n^{2} *r_{1}=15^{2} *0.53A=119.25A

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Answer:

Specific heat transfer = 236.16 kJ/kg

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Explanation:

Given

Temperature of liquid nitrogen, T1 = 90 K

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To solve, we use the formula

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The mass flow is

m = m(i) = m(e)

m = (Av/V)i = (Av/V)e

Ratio of return velocity to inlet velocity is

v(e) / v(i) = A(i)/A(e) * V(e)/V(i)

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From the saturated Nitrogen table, at 100 K, we have

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h(e) = 162.96 kJ/kg

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Substituting these in the formula, we have

v(e) / v(i) = 1/100 * 0.11647/0.001452

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q + h(i) = h(e)

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