THE NEW METHODS OF NATURE SCIENCE FOR NUCLEAR AND SPACE TECHNOLOGIES

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<Abstract>

This paper is the newest methods, theorems about the natures of matter and the force, energy, etc. It develops a new approach to develop new advanced nuclear technologies, new advanced space technologies, new advanced high-energy particle technologies, etc.

It is sure that we can release and achieve larger and larger nuclear energy in safer and simpler measures than that we have done today, according to the new technologies and knowledge introduced in this paper.

Secondly, it is sure that we can develop and build the new g space shuttle in new higher cosmic speed. It leads us to travel in the space more freely in longer distance with less energy supply.

Thirdly, this paper may contribute itself to the high energy technologies and medicines with new measure or methods.

 

 

 

Part 11

 

 

Figure 1

 

 

 

1. Math elements

 

In a coordinate system with a standard local clock, we define the variable or constant vectors or scalars, and other quantities as follows.

(11)

The scalar and vector are defined to be general quantity.    

 

The  as above is the general quantity.

The absolute value of general quantity is scalar.

 

(12)

The streamor is defined to be a quantity or quantity system that includes two or more general quantities that may not be added together directly. A general quantity is a streamor. A streamor is a system or stream system.

The absolute value of streamor is scalar. The direct formulas are as follows.

 

 

(21)

If a streamor A is an independent variable of the other dependent variable-the streamor B, the inverse function of the streamor B is defined to be the inverse streamor function. The streamor A is called to be independent streamor, and the streamor B is called to be dependent streamor. The formula expressions about the independent and dependent streamor, inverse streamor function are as follows.   

 

 

The formula expressions about the multiple independent streamors and dependent ones are as follows.

 

2.

(101)

In a coordinate system with a standard local clock, we define the property streamors of objects(e.g. object A. object B, etc.) as follows.

 

 

 

 

 

 

 

(102)

In a coordinate system with a standard local clock, we define the state streamor as follows.

 

 

 

 

 

 

 

(110*1)

In a coordinate system with a standard local clock, we define the matter streamor as follows.

 

 

 

 

 

 

 

(110*2) Moreover, the more information about the matter streamor is as follows.

 

 

 

 

 

 

(201)

In a coordinate system with a standard local clock, the n order differential coefficient or derivative of matter streamor to time is defined to be n order time streamor. We define the (j order) time streamor with formulas as follows.

 

 

 

 

 

 

 

(301)

In a coordinate system with a standard local clock, the n order differential coefficient or derivative of matter streamor to space (variable) is defined to be n order space streamor. We define the (j order) space streamor with formulas as follows.

 

 

 

 

 

 

(401)

In a coordinate system with a standard local clock, the matter streamor, time streamor, space streamor and so on are defined to be the first general matter streamor as follows.

 

 

 

 

 

(402)

In a coordinate system with a standard local clock, the property streamor, time streamor, space streamor and so on are defined to be the second general matter streamor as follows.

 

 

 

 

(403)

In a coordinate system with a standard local clock, the general matter streamor consists of the first general matter streamor and the second streamor, etc.

 

 

 

 

 

 

(501)

All the general matter streamors meet the conditions of the sum and integral formula as follows. 

 

 

 

Part 12

 

1.

(101)

In a coordinate system with a standard local clock, the first general matter streamor or streamors and their possible increment or increments of an object produce, cause or generate the force streamors as follows.

 

 

 

 

 

 

 

(102)

In a coordinate system with a standard local clock, the forcing streamor is of, by and from the force streamor. The forcing streamor is the one that its force does function or work on or upon or in itself or other one or ones.

 

 

 

 

 

 

 

(103)

In a coordinate system with a standard local clock, the store force streamor is of, by and from the force streamor. The store force streamor is the one that its force does not function or work on or upon or in itself or other one or ones.

The force streamor consists of the forcing streamor and the store force streamor.

 

 

 

 

 

 

 

(201)

In a coordinate system with a standard local clock, the general force streamor includes the force streamor, the forcing streamor, the store force streamor, etc.

 

 

 

 

 

 

(301)

All the general force streamors meet the conditions of the sum and integral formula as follows. 

 

 

 

Part 13

 

1.

(101)

In a coordinate system with a standard local clock, basing on an object of A, and referring to an object of B and others, we go on the general force streamor as follows.

 

 

 

The  is the specified incoming nonself general force streamor at the time of . The  is or may be of/by/from the nonself other object or objects (e.g. object B), and is or may be toward/on/upon the self object or objects (e.g. object A).

 

The  is the specified incoming nonself acting general force streamor at the time of . The  is or may be of/by/from the nonself other object or objects (e.g. object B). In addition, the   is or may be toward/on/upon the self object or objects (e.g. object A).

 

The  is the mutual acting general force streamor and by/ from/of  at the time of . The  is or may be of/by/from the nonself other object or objects (e.g. object B), and/or is or may be of/by/from the self object or objects (e.g. object A). The  is toward/on/upon/to the self object or objects (e.g. object A).

 

The  is the self noumenal acting general force streamor at the time of . The  is or may be of/by/from the self object or objects (e.g. object A). In addition, the  is or may be toward/on/upon/to the self object or objects (e.g. object A).

 

The  is the self acting general force streamor at the time of . The  is or may be of/by/from the self object or objects (e.g. object B). In addition, the  is or may be toward/on/upon/to the self object or objects (e.g. object A).

 

The  is the nonself right general force streamor at the time of . The  is or may be of/by/from the nonself other object or objects (e.g. object B), and/or is or may be of/by/from the self object or objects (e.g. object A). The  is or may be toward/on/upon the self object or objects (e.g. object A).

 

 

(102)

In a coordinate system with a standard local clock, basing on an object of A, and referring to an object of B and others, we go on the general force streamor as follows.

 

 

The  is the acting general force streamor.

The  is the acting general force streamor assemble.

 

 

(201*1)

In a coordinate system with a standard local clock, basing on an object of A, and referring to an object of B and others, we go on the general force streamor as follows.

 

 

 

The  is the specified nonself right general force streamor at the time of . The  is of and on/upon/by the self object or objects(e.g. object A).

The  is the other (non-specified) nonself right general force streamor at the time of . The  is toward/on/upon/to the self object or objects(e.g. object A).  In addition, The  is of/by/from nonself other object or objects.

The  is the self noumenal left general force streamor at the time of . The