Since there are four states, then the grand partition function of the system is
![Z = 1+2 e^{(0.55eV+ \alpha )/kT} +e^{(1.3eV+ 2\alpha )/kT}](https://tex.z-dn.net/?f=Z%20%3D%201%2B2%20e%5E%7B%280.55eV%2B%20%5Calpha%20%29%2FkT%7D%20%2Be%5E%7B%281.3eV%2B%202%5Calpha%20%29%2FkT%7D)
where α is the chemical potential
Then, the occupancy of the system is
![bar \ n=(e^{(0.55eV+ \alpha )/kT} +e^{(1.3eV+ 2\alpha )/kT})/Z](https://tex.z-dn.net/?f=bar%20%5C%20n%3D%28e%5E%7B%280.55eV%2B%20%5Calpha%20%29%2FkT%7D%20%2Be%5E%7B%281.3eV%2B%202%5Calpha%20%29%2FkT%7D%29%2FZ)
Then using this equation,
![\alpha =-kT(V Z_{int} /N v_{Q})](https://tex.z-dn.net/?f=%20%5Calpha%20%3D-kT%28V%20Z_%7Bint%7D%20%2FN%20v_%7BQ%7D%29%20)
and approximating Z_int to be kT/0.00018 eV, the model would look as that attached in the figure. That is the occupancy vs. pressure graph.
There are more occupancies when the oxygen is high (high pressure) especially in the lungs. Heme sites tend to be occupied by oxygen.
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The angular speed can be solve using the formula:
w = v / r
where w is the angular speed
v is the linear velocity
r is the radius of the object
w = ( 5 m / s ) / ( 5 cm ) ( 1 m / 100 cm )
w = 100 per second
Boron Group
elements have three valence electrons and are fairly reactive. All of them are solids at room temperature. Boron is a very hard, black metalloid with a high melting point.
Answer:
Yes the body will receive a dangerous shock in both cases.
Explanation:
Different parts of the body has different resistance. skin has the high resistance as compared to other organs of the body.
Dry skin has high resistance than wet skin this is because water is relatively good conductor of electricity, it adds parallel path to the current flow and hence reduces skin resistance.
Dry hands body has approximately 500 kΩ resistance and if 120 V electricity supply current received will be:
I = V/R= 120/ 500*10^3
I= 0.24 mA
Even the current seems is much lower than the safe zone but this is the case in case of DC voltage in case of AC voltage the body will receive a shock this is because the skin pass more current when the voltage is changing i.e. AC.
Similarly for wet hands body resistance is 1 kΩ. so the current through the body seems to be:
I = 120 / 1000
I = 12 mA
The current is higher than safe zone so the body will receive a dangerous shock.