# Classical Physics

## 1102 Submissions

[4] **viXra:1102.0050 [pdf]**
*submitted on 25 Feb 2011*

### Energy Transfer and Differential Entropy of Two Charged Systems that Show Potential Difference

**Authors:** Xianzhao Zhong

**Comments:**
8 pages.

In the process to combine two charged systems, potential-different
systems, we testified that energy would transfer from the high-potential
system to the low-potential one, during which the entropy of the two systems
show corresponding changes.

**Category:** Classical Physics

[3] **viXra:1102.0049 [pdf]**
*submitted on 25 Feb 2011*

### The Partition Function Z and Lagrangian Multiplier 1/(qΦ) of a Particle-Charged System

**Authors:** Xianzhao Zhong

**Comments:**
7 pages.

In a system consisting of a large number of charged particles, the
potential energy of the in-system particles satisfy probability distribution.
Starting from such consideration, we defined the partition function Z and
get the particles in-system distribution function N_{i}, and obtained the
Lagrangian multiplier 1/(qΦ) by using the Lagrange's multiplication method.

**Category:** Classical Physics

[2] **viXra:1102.0048 [pdf]**
*submitted on 25 Feb 2011*

### The Potential Function and Entropy Function of a System that Carries Large Number of Charged Particles

**Authors:** Xianzhao Zhong

**Comments:**
9 pages.

If a system is consisted of a large number of charged particles, any
one of the system's particles would couple with its neighbors by dissimilar
strengths. Therefore, the system's particles would produce dissimilar
potentials, which satisfy the probability distribution. To make the potential
induced by wave number k an exact differential, we introduced the function λ.
In this way, we defined the potential function Φ and entropy function S
of the system.

**Category:** Classical Physics

[1] **viXra:1102.0043 [pdf]**
*submitted on 23 Feb 2011*

### Producing Matter and Energy from Time

**Authors:** M. Mantovani

**Comments:**
11 pages.

In this paper we propose a quantum field theory involving Dark
Matter and Dark Energy, explaining the expansion of the
Universe. The theory is presented through a Feynman diagram.

**Category:** Classical Physics