Wednesday, June 27, 2018

Whartonian Dynamics Definitions

The following 10 blogs in June 2018 are a dynamics definitions series.  While the list is not comprehensive because I am limiting the definitions to 3 terms for simplicity's sake, all definitions presented are true.  Also, I am abstaining from using the division function--staying strictly with "multiplied by", which manifests itself as the function "of" (See my blog in April 2018).

Paul Wharton
Father of Metachemics

Friday, June 22, 2018

Dynamics Definitions: Velocity

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)

Velocity is:

Rate of Distance Change
Distance Change of Rate

Paul Wharton
Father of Metachemics

Dynamics Definitions: Acceleration

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2

Acceleration is:

Rate of Velocity
Rate of Rate of Distance Change
Velocity of Rate
Rate of Distance Change of Rate
Distance Change of Rate of Rate

Paul Wharton
Father of Metachemics

Wednesday, June 20, 2018

Dynamics Definitions: Momentum

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2
Momentum = (M)(DC)(R)

Momentum is:

Velocity of Mass
Rate of Distance Change of Mass
Mass of Velocity
Distance Change of Rate of Mass
Distance Change of Mass of Rate
Rate of Mass of Distance Change
Mass of Rate of Distance Change
Mass of Distance Change of Rate

Paul Wharton
Father of Metachemics

Dynamics Definitions: Force

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2
Momentum = (M)(DC)(R)
Force = (M)(DC)(R)^2

Force is:

Rate of Momentum
Acceleration of Mass
Rate of Velocity of Mass
Momentum of Rate
Mass of Acceleration
Velocity of Rate of Mass
Velocity of Mass of Rate
Rate of Mass of Velocity
Mass of Rate of Velocity
Mass of Velocity of Rate

Paul Wharton
Father of Metachemics

Monday, June 18, 2018

Dynamics Definitions: Energy

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2
Momentum = (M)(DC)(R)
Force = (M)(DC)(R)^2
Energy = (M)(DC)^2(R)^2

Energy is:

Distance Change of Force
Rate of Distance Change of Momentum
Velocity of Momentum
Acceleration of Distance Change of Mass
Velocity of Velocity of Mass
Force of Distance Change
Distance Change of Rate of Momentum
Distance Change of Momentum of Rate
Rate of Momentum of Distance Change
Momentum of Rate of Distance Change
Momentum of Distance Change of Rate
Momentum of Velocity
Distance Change of Acceleration of Mass
Distance Change of Mass of Acceleration
Acceleration of Mass of Distance Change
Mass of Distance Change of Acceleration
Mass of Acceleration of Distance Change
Velocity of Mass of Velocity
Mass of Velocity of Velocity

Paul Wharton
Father of Metachemics

Dynamics Definitions: Power

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2
Momentum = (M)(DC)(R)
Force = (M)(DC)(R)^2
Energy = (M)(DC)^2(R)^2
Power = (M)(DC)^2(R)^3

Power is:

Rate of Energy
Rate of Distance Change of Force
Velocity of Force
Rate of Velocity of Momentum
Acceleration of Momentum
Mass of Velocity of Acceleration
Energy of Rate
Distance Change of Rate of Force
Distance Change of Force of Rate
Rate of Force of Distance Change
Force of Rate of Distance Change
Force of Distance Change of Rate
Force of Velocity
Velocity of Rate of Momentum
Velocity of Momentum of Rate
Rate of Momentum of Velocity
Momentum of Rate of Velocity
Momentum of Velocity of Rate
Momentum of Acceleration
Velocity of Mass of Acceleration
Velocity of Acceleration of Mass
Mass of Acceleration of Velocity
Acceleration of Mass of Velocity
Acceleration of Velocity of Mass

Paul Wharton
Father of Metachemics

Saturday, June 16, 2018

Dynamics Definitions: Reign

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2
Momentum = (M)(DC)(R)
Force = (M)(DC)(R)^2
Energy = (M)(DC)^2(R)^2
Power = (M)(DC)^2(R)^3
Reign = (M)(DC)^2(R)^4

Reign is:

Rate of Power
Rate of Rate of Energy
Rate of Velocity of Force
Acceleration of Force
Rate of Acceleration of Momentum
Mass of Acceleration of Acceleration
Power of Rate
Rate of Energy of Rate
Energy of Rate of Rate
Velocity of Rate of Force
Velocity of Force of Rate
Rate of Force of Velocity
Force of Rate of Velocity
Force of Velocity of Rate
Force of Acceleration
Acceleration of Rate of Momentum
Acceleration of Momentum of Rate
Rate of Momentum of Acceleration
Momentum of Rate of Acceleration
Momentum of Acceleration of Rate
Acceleration of Mass of Acceleration
Acceleration of Acceleration of Mass

Paul Wharton
Father of Metachemics

Friday, June 15, 2018

Dynamics Definitions: Drive

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2
Momentum = (M)(DC)(R)
Force = (M)(DC)(R)^2
Energy = (M)(DC)^2(R)^2
Power = (M)(DC)^2(R)^3
Reign = (M)(DC)^2(R)^4
Drive = (M)(DC)^3(R)^4

Drive is:

Distance Change of Reign
Rate of Distance Change of Power
Velocity of Power
Rate of Velocity of Energy
Acceleration of Energy
Velocity of Velocity of Force
Distance Change of Acceleration of Force
Velocity of Acceleration of Momentum
Reign of Distance Change
Distance Change of Rate of Power
Distance Change of Power of Rate
Rate of Power of Distance Change
Power of Distance Change of Rate
Power of Rate of Distance Change
Power of Velocity
Velocity of Rate of Energy
Velocity of Energy of Rate
Rate of Energy of Velocity
Energy of Rate of Velocity
Energy of Velocity of Rate
Energy of Acceleration
Velocity of Force of Velocity
Force of Velocity of Velocity
Distance Change of Force of Acceleration
Acceleration of Distance Change of Force
Acceleration of Force of Distance Change
Force of Distance Change of Acceleration
Force of Acceleration of Distance Change
Velocity of Momentum of Acceleration
Acceleration of Velocity of Momentum
Acceleration of Momentum of Velocity
Momentum of Velocity of Acceleration
Momentum of Acceleration of Velocity

Paul Wharton
Father of Metachemics

Thursday, June 14, 2018

Dynamics Definitions: Thrust

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2
Momentum = (M)(DC)(R)
Force = (M)(DC)(R)^2
Energy = (M)(DC)^2(R)^2
Power = (M)(DC)^2(R)^3
Reign = (M)(DC)^2(R)^4
Drive = (M)(DC)^3(R)^4
Thrust = (M)(DC)^3(R)^5

Thrust is:

Rate of Drive
Rate of Distance Change of Reign
Velocity of Reign
Rate of Velocity of Power
Acceleration of Power
Rate of Acceleration of Energy
Velocity of Acceleration of Force
Acceleration of Acceleration of Momentum
Drive of Rate
Distance Change of Reign of Rate
Rate of Reign of Distance Change
Distance Change of Rate of Reign
Reign of Rate of Distance Change
Reign of Distance Change of Rate
Reign of Velocity
Rate of Power of Velocity
Velocity of Rate of Power
Velocity of Power of Rate
Power of Rate of Velocity
Power of Velocity of Rate
Power of Acceleration
Rate of Energy of Acceleration
Acceleration of Rate of Energy
Acceleration of Energy of Rate
Energy of Rate of Acceleration
Energy of Acceleration of Rate
Velocity of Force of Acceleration
Acceleration of Velocity of Force
Acceleration of Force of Velocity
Force of Velocity of Acceleration
Force of Acceleration of Velocity
Acceleration of Momentum of Acceleration
Momentum of Acceleration of Acceleration

Paul Wharton
Father of Metachemics

Thursday, June 7, 2018

Dynamics Definitions: Surge

Mass = (M)
Distance Change = (DC)
Rate = (R) = (1 / Time Change)

Velocity = (1)(DC)(R)
Acceleration = (1)(DC)(R)^2
Momentum = (M)(DC)(R)
Force = (M)(DC)(R)^2
Energy = (M)(DC)^2(R)^2
Power = (M)(DC)^2(R)^3
Reign = (M)(DC)^2(R)^4
Drive = (M)(DC)^3(R)^4
Thrust = (M)(DC)^3(R)^5
Surge = (M)(DC)^3(R)^6

Surge is:

Rate of Thrust
Rate of Rate of Drive
Rate of Velocity of Reign
Acceleration of Reign
Rate of Acceleration of Power
Acceleration of Acceleration of Force
Thrust of Rate
Rate of Drive of Rate
Drive of Rate of Rate
Rate of Reign of Velocity
Reign of Rate of Velocity
Reign of Velocity of Rate
Velocity of Rate of Reign
Velocity of Reign of Rate
Reign of Acceleration
Rate of Power of Acceleration
Power of Rate of Acceleration
Power of Acceleration of Rate
Acceleration of Rate of Power
Acceleration of Power of Rate
Acceleration of Force of Acceleration
Force of Acceleration of Acceleration

Paul Wharton
Father of Metachemics