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>Article 20
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II. Small Object Axioms |
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| 2.2 Super Sub Atomic Axioms | ||
| Article 20-Temperature, Weight, Pressure & Strength | ||
| Canon 386 | ||
| The axioms within the Class of Natural Law of TEMPERATURE are: | ||
| 1. The axiom class of TEMPERATURE is derived from the existence of Can.314-(Existence), Can.378-(SUPER SUB ATOMIC ELEMENTS) and Can.379-(SUPER SUB ATOMIC PROPERTIES). | ||
| 2. TEMPERATURE is equal to the RELATIVE (perceived) KINESIS of OBJECTS in a given VOLUME and LEVEL of SPACE. | ||
| 3. The Total TEMPERATURE of indivdual UNITA is ONE (1) minus INFINITY, which is the number closest to zero. Therefore the TEMPERATURE of the UNIVERSE is equal to ONE. | ||
| 4. The TEMPERATURE of the UNIVERSE can never be less than ONE. | ||
| 5. The TEMPERATURE of a SUPER SUB ATOMIC ELEMENT is equivalent to MASS by a CONSTANT by KINESIS divided by VOLUME. Therefore TEMPERATURE is equivalent to ENERGIS by DENSITY. | ||
| 6. The TEMPERATURE of SUPER SUB ATOMIC ELEMENTS is greater than the TEMPERATURE of UNITA ELEMENTS. | ||
| 7. The TEMPERATURE of SUB ATOMIC ELEMENTS is less than the TEMPERATURE of SUPER SUB ATOMIC ELEMENTS and greater than the TEMPERATURE of UNITA ELEMENTS. | ||
| 8. The TEMPERATURE of ATOMIC ELEMENTS is less than the TEMPERATURE of SUB ATOMIC ELEMENTS and greater than the TEMPERATURE of MOLECULAR ELEMENTS. | ||
| 9. The TEMPERATURE of MOLECULAR ELEMENTS is less than the TEMPERATURE of ATOMIC ELEMENTS and is greater than the TEMPERATURE of UNITA ELEMENTS. | ||
| 10. TEMPERATURE is equivalent to MEASUREMENT. Therefore the KELVIN unit and the CELCIUS unit. | ||
| 11. At 0 Degrees CELCIUS the WATER MOLECULE changes from a LIQUID (MOLECULAR MATRIX) to a SOLID (MOLECULAR NETWORK) state. | ||
| 12. At 100 Degrees CELCIUS the WATER MOLECULE changes from a LIQUID (MOLECULAR MATRIX) to a GAS (MOLECULAR FIELD) state. | ||
| 13. The TEMPERATURE for ATOMIC ELEMENTS which is equivalent to 0 is 0 degrees KELVIN which is equal to minus 273 degrees CELCIUS. | ||
| Canon 387 | ||
| The axioms within the Class of Natural Law of WEIGHT are: | ||
| 1. The axiom class of WEIGHT is derived from the existence of Can.314-(Existence), Can.323-(Space) , UCA axiom 50-(ERGONS) , UCA axiom 52-(GRAVITY) , Can.378-(SUPER SUB ATOMIC ELEMENTS) and Can.379-(SUPER SUB ATOMIC PROPERTIES). | ||
| 2. WEIGHT is the combination of the RELATIVE MASS of an OBJECT multiplied by the MASS of the ERGON FIELDS in which its exists. | ||
| 3. The Total WEIGHT of individual SUPER SUB ATOMIC ELEMENT is ONE (1) minus INFINITY multiplied by the VARIABLE being the MASS of ERGONS. Therefore WEIGHT is not CONSTANT. | ||
| 4. The WEIGHT of the UNIVERSE can never be less than ONE.. Therefore the WEIGHT of the UNIVERSE is equal to ONE. | ||
| 5. The WEIGHT of an OBJECT A in PLANETARY SPACE is GREATER THAN the WEIGHT of the same OBJECT A in STELLAR SPACE. | ||
| Canon 388 | ||
| The axioms within the Class of Natural Law of PRESSURE are: | ||
| 1. The axiom class of PRESSURE is derived from the existence of Can.314-(Existence), Can.323-(Space) , UCA axiom 50-(ERGONS) , UCA axiom 52-(GRAVITY) , Can.378-(SUPER SUB ATOMIC ELEMENTS) and Can.379-(SUPER SUB ATOMIC PROPERTIES). | ||
| 2. PRESSURE is the aggregate measure between at least two (2) OBJECTS of particle DENSITY in a given VOLUME and their effect upon one another. Therefore PRESSURE is RELATIVE. | ||
| 3. PRESSURE may also be measured as the effect of the DENSITY of an OBJECT of given VOLUME within the MASS of a larger SPACE. | ||
| 4. PRESSURE is equal to ENERGY divided by GEOMETRIC STRUCTURE. | ||
| 5. The VELOCITY of MOLECULAR REACTION is exponentially proportional to the PRESSURE applied to the substance. | ||
| Canon 389 | ||
| The axioms within the Class of Natural Law of STRENGTH are: | ||
| 1. The axiom class of STRENGTH is derived from the existence of Can.314-(Existence), Can.319-(UNITA Elements) and Can.320-(UNITA Properties), Can.378-(SUPER SUB ATOMIC ELEMENTS) and Can.379-(SUPER SUB ATOMIC PROPERTIES). | ||
| 2. STRENGTH is equivalent to RESISTENCE to CHANGE. Therefore, STRENGTH is RELATIVE. | ||
| 3. STRENGTH is equivalent to an OBJECTS GEOMETRIC STRUCTURE and its method of FUSION. | ||
| 4. The STRENGTH of a STRONG NUCLEAR FUSED GEOMETRIC STRUCTURE is greater than the STRENGTH of a WEAK NUCLEAR FUSED GEOMETRIC STRUCTURE. | ||
| 5. The STRENGTH of a STRONG CHEMICAL FUSED GEOMETRIC STRUCTURE is greater than the STRENGTH of a WEAK CHEMICAL FUSED GEOMETRIC STRUCTURE. | ||
| 6. KINETIC STRENGTH is the ACCUMULATED KINESIS STRENGTH multiplied by the ENERGIS of its ERGON FIELDS divided by its DENSITY. | ||
| 7. MASS STRENGTH is the ACCUMULATED KINESIS STRENGTH of an OBJECT multiplied by its MASS and divided by its DENSITY. | ||
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