The Relations between Radioactivity Rate & Decay Constant and Half Life etc. Parameters in D Wave Molecule with Inducting Equation

Abstract

The radioactivity is going to decrease with increasing mean life time and half-life according to this paper. On the other hand, from t being 0.235s to 0.3s the decay constant  is going to increase from 0 to 14 accordingly at the same time, which expresses the more nuclei is going to decay again after t=0.235s. At the same time with increasing half life time T1/2 the radioactivity rate will decrease within 0.8a. The biggest life has to be 0.3a at the radioactivity rate has to be maximum 0.2. Finally the Mev and D molecule wave length relationship function can be decreasing for your reference. The decay constant is able to promote for the sake of improving the speed and accommodation in quantum CPU (Central processing unit).
Keywords: Relations; decay constant; half-life; radioactivity; parameter; D wave molecule; equation; computing method

Introduction

In the twentieth century the first computer was established in America. Now the quantum computer is established to apply to computing [1-6]. University has established quantum laboratory to proceed experiment to apply to computer central processing unit. Some achievement has been attaining like super flow phenomena and super cool one important physical state. Here D wave molecule is proposed to have life about 0.3second. The life becomes problem how to make it with handling its short life. In this paper it is researched that D wave molecule mean life and nuclei life time to invoke the nuclear decay application for exploring on computer CPU. How can the frequency and energy change if D wave can be controlled. How can the mean life and nuclei time affect quantity between new and old particles? The aim will be put to explore bigger ability that they produce. That will benefit from the endurance ability in new status which can promote their computing speed and accuracy later. It is done to enhance its utmost ability to solve the key wave length and its energy, For the sake of wielding its bigger capability to current industry it is a kind of pursuit for us to pursue. Now the new industrious field meets much change it is really our time to establish new construction innovation and reformation for fitting to the future chance in computer reformation. We should hurry up and catch the chance to new computation ability that is the most significant matter in the twenty-fist century and later some centuries [7-11]. For the smoothly transferring to new energy innovation we should put the quantum computer into the first position to new order to search the future new cutting edge in advance. China is leading to this innovation in the field of new and high technology one especially in quantum physics. The speed is higher than first one many times. One second management amount reaches 24 times of its ability. A new high technology of new function computer and communication update becomes gradually current. The controlling computation will indicate one main task for our engineers to pursue from current super computer status, furthermore the RAM(Random access memory) is going to be more speed than ever so that we should promote its high performance continuously besides promoting CPU performance. In short the high quality development can be dependent on big accommodation and speed with AI (artificial intelligence) technique with high performance computation like current DNA or big molecule aligning technique problem with super computer. Hereby we should pay attention to new DNA technology and especially innovative Antibiosis Pharmacy & new compositional material development. The blue plan needs to be drawn for our engineers to continuously search and explore in the end [12-16].

Inducing equations for parameters

The equation for each parameter will be induced as following in light of relevant knowledge and literature [1-3]. We could induce the relevant equation into below ones in order to acquire necessary equations.

Decay constant and mean life time one

Since the literature [3].

it has    —(1)

The equation of decay constant as below will be gained  —(2)

2.2 Radioactivity one

Since  —(3)

It has  —(4)

So it has  —(5)

And since —(6)

Take place (3) with (6), it has  —(7)

The equation (5) & (7) is radioactivity per original nuclei amount one. Here A is radioactivity; l is decay constant; t is mean life time, s; N0 is nuclei amount when time is zero; t is nuclei life time, s; T1/2 is half-life period; N is nuclei amount at a time.

Discussions

In D wave molecule the mean life time t increases to cause radioactivity decreases as Figure 2 with the mean life scope of from 0.07s to 1s. The higher the mean life will be the lower radioactivity can be. Meanwhile the higher the nuclei life time is to be the higher decay constant is to be. On the contrary the long nuclei life corresponds with the bigger one whose curve is intersected with coordination time axis by one of 0.24s within more than 0.02s to 0.24s. So that it will benefit us to increase more than 0.24s nuclei time in quantum computation which increases photon quantity. So it is determined that the fitter material is to found to require high frequent energy photon to increase its life. The relationship of mean life time and nuclei life time is able to be resolved through inducing equation. The many photons could be decaying in light of the increasing function relationship at the nuclei life t to be about 0.24s.

Figure 1: The relationship between  l and t.

In Figure 1 the decay constant l will become big from -50 to 0 when the nuclei life time t increases from 0.02s to 0.235s. It explains that the less nuclei will be decaying with the each nuclei life time t increasing. From t being 0.235s to 0.3s the decay constant l is going to increase from 0 to 14 accordingly at the same time, which expresses the more nuclei is going to decay again after t=0.235s.

Figure 2 The relationship between A/N0 and D wave module.

Figure 2 has shown that with increasing nuclei life time t the radioactivity rate A/N₀ is going to increase as well. The value is able to be 0.06a~0.3a (i.e. year) for former and be 0~0.2 for latter at the same time. That means the biggest life has to be 0.3a at the radioactivity rate has to be maximum 0.2.

Figure 3 The relationship between radioactivity A rate and half life time T_1/2.

Figure 3 shows that radioactivity per original nuclei amount will change from 0.2 to 0 when half life time increases from 0 to 1a i.e. year. It explains that with increasing half life time T_1/2 the radioactivity rate will decrease within 0.7a.

Figure 4 The linear relationship between D molecule wave length and LNMev.

Figure 4 shows that the relation of wave length and logarithm Mev energy. The LNMev is going to decrease from -21.1 to -21.5 in light of D wave length increasing from 1.7mm to 2.7mm. On the other hand the Mev and wave length wave length relationship can be decreasing function.

Conclusion

The radioactivity is going to decrease with increasing mean life time and half life according to this paper. On the other hand, from t being 0.235s to 0.3s the decay constant l is going to increase from 0 to 14 accordingly at the same time, which expresses the more nuclei is going to decay again after t=0.235s. At the same time with increasing half life time T1/2 the radioactivity will decrease within 0.7a. The biggest life has to be 0.3a at the radioactivity rate has to be maximum 0.2. Finally the Mev and D molecule wave length relationship function can be decreasing for your reference. The decay constant is able to promote for the sake of improving the speed and accommodation in quantum CPU(Central processing unit).

References

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