Everything posted by ALine
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Could this form of fusion work
how much does it cost to remove a neutron?
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Could this form of fusion work
It shows that the resultant of fusion is not beta(-) decay but instead beta(+) decay.
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Could this form of fusion work
- Could this form of fusion work
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Could this form of fusion work
But it also says that there is a <0.01% decay into 2H through beta decay.
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Could this form of fusion work
isn't He-2 isotope decaying into H-2(deuterium) just fusion?
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Could this form of fusion work
No I mean that if you remove the neutrons in the alpha particle the protons would be close enough to allow for the protons to fuse. That is done using gamma radiation from a natural source. It would then form deuterium and not helium-4.
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Could this form of fusion work
Doesn't gamma radiation strip neutrons from atoms?
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Could this form of fusion work
Wouldn't the proton pair be past the coulomb barrier between the two? So would it be feasible?
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Could this form of fusion work
Could you take alpha radiation and then strip the neutrons from it using gamma radiation and then apply radiation to heat the proton pair to lead to fusion?
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Found a pattern for Goldbach Conjecture
I believe to have found a pattern for the goldbach conjecture, however I need help formalizing it into an equation and proof.
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Just saying hello
Just wanted to make sure everyone was doing ok and wanted to say hello.
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Created a cool little mapping program
I was working trying to figure out how to map input to output and came up with this program. def create_mapping_function(inputData, outputData): mapping = [] # map the same to the same for i in range(0,len(inputData)): for o in range(0,len(outputData)): if outputData[o] == inputData[i]: # mapping position to position # this shows the mapping values. mapping.append([i,o]) return mapping inputData = input_data() outputData = output_data() mapping = create_mapping_function(inputData, outputData) # print(f) # use mapping and save them as a mapping function. inputData = ['h','e','l','l','o'] # mapping = f # # input a unique list with a specific length #f(x) def mapping_function(inputData, mapping): outputData = [] for i in range(0,len(inputData)): outputData.append(0) # placeholders for i in range(0,len(inputData)): outputData[mapping[i][1]] = inputData[mapping[i][0]] return outputData output = mapping_function(inputData, mapping) print(output) What it is doing to taking an input and output and then finding there common relationships. Afterwards it outputs the mapping with user define input.
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A novel invention for collecting energy from the sun
Here is an image of the prototype... I received a multimeter read out before and after exposing it to the sun and got an increase in voltage over time. I "think" it works on a principle similar to osmosis but with electrons, however I am most certain this may be wrong.
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A novel invention for collecting energy from the sun
I developed and prototype for an invention for collecting energy from the sun. It stores a maximum of .6V. It is very inefficient and I feel as though the prototype can be improved dramatically. (A novel invention for collecting energy from the sun.) <- real title
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Bags of coins
dang, thought it was a double scale. this is indeed a puzzle Does there have to be real and fake coins? Like their have to be bags which are real and fake? Can you have all 5 bags be fake and none real?
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Bags of coins
hmmm, what type of weighing scale?
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Bags of coins
I was about to finish, but then I saw this trickster. Now do you mean weighing every bag all together once or can I weigh each bag independently once.
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Bags of coins
now when you say "all the coins in some bags are real and all the coins in other bags are fake." Do you mean that their are no empty bags and there are also no bags which are heterogeneous. Or that they have real and fake coins?
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trying the discover function equation mapping using inner set probe idea, need help
I have been thinking about how you could probe within a map or function in algebra and decided to try to use a sort of "probe" set in-between the sets that are being mapped together. It reminds me of composition and am trying it from that angle, however I need some help with it. The reason I want to do this is because I want to see if I can "discover" a mapping without the need of a mapping(for higher order math's) or function equation for algebra right now. The name could use some work for the topic.
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Cool discovery I discovered
was just spit balling @joigus
- Cool discovery I discovered
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Cool discovery I discovered
How do mathematicians define "meaning?" Because whenever I run into it I come to an existential road block. But, yes I think I understand what you are saying in terms of Relations and my intuitive thought. I think I got function and relation confused and did not understand each of there definitions are you have pointed out prior. Random thought, could this be used to imply symmetry breaking in a field of study such as physics?
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Cool discovery I discovered
Are relations the same as if conditional statements then? Or at the very least similar? Because with a if b, you have b -> a.
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Cool discovery I discovered
I mean to say that a relationship is the connection between two points in space in nature. Also I mean a relationship is an object in math.