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Working on the power generators for this mission, I have ran into a few technicalities that need to be kinked out.
Skip to the bottom for summary
First off, I found nice reactor design(s)
http://fti.neep.wisc.edu/neep533/SPRING2004/lecture23.pdf
called SP-100
Now I came to the power design, which brings me to a few questions:
I don't think you can directly plug in any electronic device directly into a nuclear reactor so we will need to bring along some batteries.
How much power do you think we need? -specifically how many kWh a day will we will consume? -This will determine the size and the number of nuclear power generators we bring along.
What would be the maximum ampere in the day do we will need? -thinking of if we run a high power item, (such as air conditioner, cooking unit, or some science experiment or especially the machine that creates our rocket fuel) will we run over the watts provided by the nuclear reactor. If we do run over for the brief period we have to have deep cycle long lasting batteries to counter the demand, then an excess from the generator to re-charge the used batteries.
http://www.eia.doe.gov/ask/electricity_faqs.asp
If something goes wrong, we will need enough power to have a supply for communications + heating for I say 90 days. We should bring along some additional NiH2 batteries that has more than 90 days (129,600 minutes) of power to the only most vital of systems. (or is that too unrealistic?) I would personally prefer (especially if I was going) enough power for an entire trip between Mars -Earth, but that is really unlikely that will happen.
Some quick calculations:
ISS says it has user-required 124 V DC
Given:
[math]W = V * A[/math][math]Wh = V * Ah[/math]
then:
[math]100,000 = 124 * A[/math]
Amps (from 100kW generator) = ~806.45
charge/discharge time:
[math]\alpha = \left(\frac{Ah}{A} \right)[/math]
[math]Ah = A*\alpha[/math]
by Reserve capacity definition (discharge at 25 ampere)
[math]RC = \left(\frac{Ah}{25} \right)[/math]
More practically: Am =
[math]RC = \left(\frac{Ah}{A_m} \right)[/math]
------------
So for just a demo using my numbers:
[math]129,600= \left(\frac{Ah}{50} \right) [/math] = 6,480,000 Ah, = 52,258.064 Wh.
[ame="http://en.wikipedia.org/wiki/Nickel_hydrogen_battery"]NiH2 batteries[/ame] have 75 Wh/kg and 60 Wh/dm^3 or .06 Wh/m^3 so
0.87096 m^3 of batteries & 696.77kg to have 90 day backup? Did I do that all right? That doesn't seem that large or that heavy at all.
-------
Anyway boils down to estimates for:
For standard batteries
Skip to the bottom for summary
First off, I found nice reactor design(s)
http://fti.neep.wisc.edu/neep533/SPRING2004/lecture23.pdf
called SP-100
Now I came to the power design, which brings me to a few questions:
I don't think you can directly plug in any electronic device directly into a nuclear reactor so we will need to bring along some batteries.
How much power do you think we need? -specifically how many kWh a day will we will consume? -This will determine the size and the number of nuclear power generators we bring along.
What would be the maximum ampere in the day do we will need? -thinking of if we run a high power item, (such as air conditioner, cooking unit, or some science experiment or especially the machine that creates our rocket fuel) will we run over the watts provided by the nuclear reactor. If we do run over for the brief period we have to have deep cycle long lasting batteries to counter the demand, then an excess from the generator to re-charge the used batteries.
http://www.eia.doe.gov/ask/electricity_faqs.asp
wiki says ISS makes 524.8 kW but I assume we will need much more because of the number of people we are bringing (BTW, how many is that) and the kind of equipment we need to bring along. ie. excess freezers/refrigerators, computers, ECLSS ext...In 2008, the average annual electricity consumption for a U.S. residential utility customer was 11,040 kWh, an average of 920 kilowatt-hours (kWh) per month. Tennessee had the highest annual consumption at 15,624 kWh and Maine the lowest at 6,252 kWh.
If something goes wrong, we will need enough power to have a supply for communications + heating for I say 90 days. We should bring along some additional NiH2 batteries that has more than 90 days (129,600 minutes) of power to the only most vital of systems. (or is that too unrealistic?) I would personally prefer (especially if I was going) enough power for an entire trip between Mars -Earth, but that is really unlikely that will happen.
Some quick calculations:
ISS says it has user-required 124 V DC
Given:
[math]W = V * A[/math][math]Wh = V * Ah[/math]
then:
[math]100,000 = 124 * A[/math]
Amps (from 100kW generator) = ~806.45
charge/discharge time:
[math]\alpha = \left(\frac{Ah}{A} \right)[/math]
[math]Ah = A*\alpha[/math]
by Reserve capacity definition (discharge at 25 ampere)
[math]RC = \left(\frac{Ah}{25} \right)[/math]
More practically: Am =
[math]RC = \left(\frac{Ah}{A_m} \right)[/math]
------------
So for just a demo using my numbers:
[math]129,600= \left(\frac{Ah}{50} \right) [/math] = 6,480,000 Ah, = 52,258.064 Wh.
[ame="http://en.wikipedia.org/wiki/Nickel_hydrogen_battery"]NiH2 batteries[/ame] have 75 Wh/kg and 60 Wh/dm^3 or .06 Wh/m^3 so
0.87096 m^3 of batteries & 696.77kg to have 90 day backup? Did I do that all right? That doesn't seem that large or that heavy at all.
-------
Anyway boils down to estimates for:
For standard batteries
- Highest ampere rate (and how long)
- Low ampere rate- to reserve power for charging batteries.
- Average kWh a day
- How long of a reserve should we leave
- Lowest ampere rating -amperes with only critical systems on.