I Have a Store In the World of American Comics
Vol 2 Chapter 72: 2nd formula
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英文:?Ash energy launch 0.1 system.
Full name: αβ electron absorption cycle conversion emission? Ash energy 0.1 system.
Maximum stored αβ energy/Maximum stored αβ energy: 3000αβ.
Currently stored αβ energy: 300 αβ energy.
Maximum storageelectron/Maximum storage electron: 1000A.
Currentstorage Electronics: 501A.
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In the past, Zhou Wenwen listed the first correct formula and obtained the seventh-value polynomial formula, namely
△=(x)ав⊕(c)I.
t△?? =(d)?.
"0.073 degrees ав+73A" L?∝91.927ав→275.124m.
"0.026 degrees ав+26A" L?∝33ав→101m.
"0.0079 degrees ав+0.79A" L?∝1ав→2.992m.
Where (x), (c) (d) are unknowns, ⊕ is stirring, mixing, t is time, 168 seconds are known, ?? stands for unknown.
The principle is that the electron cycle device mixes αβ energy and electrons and emits it, and it can absorb 0.001 degrees of αβ energy and 1A current in the energy system per second, with a maximum output of 30KL?.
The absorbed αβ energy and current will enter the accelerator tube along the superconductor, and after circulating for 1 week (168 seconds), they will be mixed into 1L of ash energy, and then enter the accelerator transmitter to emit ash energy beams.
And now, in this case, the formula cannot be changed, because the purpose this time is refraction.
Refraction is that when light is obliquely injected from a transparent medium "such as air" into another transparent medium "water", the direction of propagation generally changes. This phenomenon is called refraction of light.
Refraction, also known as refraction, is an optical term that refers to the change in the direction of light travel due to the difference in wave speed when light enters another medium from one medium, or when moving in parts of the same medium with different refractive indices. Phenomenon. For example, when a wooden rod is inserted into the water, the naked eye will think that the wooden rod is bent when it enters the water. This is because the light is refracted when it enters the water, which brings this effect.
Then according to this, the formula should be:
△=ac+bc∥ав·I.
▽=a+b∥ав·I×c.
t?△∥▽=D?.
where a, b, c, and D are unknowns, ∥ is refraction, t is the known time of 168 seconds, ? represents the progression formula, ав is the αβ symbol, and I is the current symbol.
The formula is interpreted as the total energy level of the first emission, and the total energy level refracted in parallel to the second emission is the final answer to Ash Energy.
Further formula simplification:
△=c(a+b)∥ав·I.
▽=a+b∥ав·I×c.
c(a+b)∥ав·I∥a+b∥ав·I×c=D?.
c∥ав·I∥1∥ав·I×c
c∥1∥1∥c×1=D?+(a+b)+ав·I.
1∥1∥1∥1×1=D?+(a+b)+ав·Ixc.
1=D?+[(a+b)+ав·I]xc.
Variable Bit:
D?=1-[(a+b)+ав·I]xc.
Substitute t?△∥▽=D? to get:
t?△∥▽=1-[(a+b)+ав·I]xc.
t?ac+bc∥ав·I∥a+b∥ав·I×c=1-[(a+b)+ав·I]xc, that is, the displacement formula.
The displacement formula cannot solve the formula, but reading the displacement formula can prove one point. When Zhou Wenwen launches an ashes energy beam, if he wants to refract the beam, he must first make the starting power less than 1, so that the ashes energy beam cannot penetrate. object.
And the input a, b, and c must be able to be doubled, otherwise the formula cannot be calculated.
But if this is the case, a new question arises. How can Zhou Wenwen make the starting power less than 1?
Because when the electrons in the atom absorb energy and transition from a low energy level to a high energy level, and then fall back from a high energy level to a low energy level, the released energy will be released in the form of photons.
The optical properties of photons in the induced/excited beam are highly consistent.
And at any time, a particle can only be in a state corresponding to a certain energy level, or simply expressed as being at a certain energy level.
When interacting with a photon, the particle jumps from one energy level to another, and absorbs or radiates the photon accordingly, making it more powerful.
This situation is further divided into stimulated absorption...
Chapter 73 Foreshadowing Another Way
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