Directional Motive Force Generation Device Using Variable Radius Rotating Masses
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Solution Overview
Problem
Traditional propulsion devices rely on chemical reactions and friction, which lead to inefficiencies such as fuel volume limitations and unpredictable friction coefficients, reducing the payloads they can support.
Innovation Solution
A mechanical rotational system that generates motive force by varying the radius of rotating masses, utilizing a synchronized primary driver and secondary driven system to create a directional force vector without chemical propellants, minimizing friction and fuel requirements.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Reliability
If traditional propulsion devices use chemical reactions and friction to generate motive force, then propulsion is achieved, but fuel volume requirements increase and friction surfaces wear over time causing unpredictable friction coefficients
Solution Approach 1:
The patent replaces chemical combustion and friction-based propulsion with a mechanical rotational system that generates motive force through varying the radius of rotating masses. This substitution eliminates the need for chemical fuel and reduces dependency on friction surfaces, thereby improving reliability by eliminating unpredictable friction coefficient variations while reducing the quantity of substance (fuel) required.
Solution Approach 2:
The invention changes the operational parameters by varying the radius of rotating masses during rotation. This dynamic parameter change allows the system to generate directional motive force through centrifugal and Coriolis effects without requiring chemical reactions or extensive friction, thus reducing fuel volume requirements while maintaining consistent and predictable force generation.
2Force
If large volumes of fuel are used for thermal chemical reactions, then sufficient motive force is generated, but the payloads that may be supported are severely reduced
Solution Approach 1:
The patent substitutes chemical propulsion systems with a mechanical rotational system that generates motive force through varying the radius of rotating masses. This eliminates the need for large fuel volumes, thereby reducing the overall mass of the propulsion system and increasing the payload capacity that can be supported while maintaining sufficient motive force generation.
Solution Approach 2:
The system uses periodic variation of the radius of rotating masses during each rotation cycle to generate pulsating motive force. This periodic action allows for efficient force generation without requiring continuous fuel combustion, reducing the fuel mass and thereby increasing payload capacity while maintaining adequate motive force.
3Speed
If friction surfaces are used to translate rotational motion to linear motion, then propulsion is achieved, but friction surfaces wear over time causing the friction coefficient to vary unpredictably
Solution Approach 1:
The patent replaces friction-based motion translation with a mechanical system that generates directional motive force through varying the radius of rotating masses. This substitution eliminates or minimizes the need for friction surfaces, thereby maintaining reliable and predictable operation while achieving the necessary propulsion speed through centrifugal and Coriolis effects.
Solution Approach 2:
The invention employs dynamic variation of the radius of rotating masses during operation to generate motive force. This dynamic mechanism replaces static friction-based propulsion with a more reliable system that maintains consistent performance without suffering from friction surface wear, thereby ensuring both speed and reliability.
Applied Scientific Principles
This section explains which scientific principles are used to turn an abstract innovation direction into a practical engineering solution.
Function Achieved in This Case
This approach allows for efficient propulsion by reducing friction and fuel dependency, enabling higher payloads and more consistent performance by leveraging the principles of angular momentum and kinetic energy.
Implementation Method 1
Conservation of angular momentum: L=Inertia*angular velocity (where L is a constant provided there is no external torque on the system)
Implementation Method 2
Linear Kinetic Energy=1⁄2*mass*velocity{circumflex over ( )}2
Implementation Method 3
Inertia=mass*radius{circumflex over ( )}2 (simplified as a point mass)
Implementation Method 4
At the core is the basic law of Newtonian physics that for every action there is an equal and opposite reaction
Data Source
AI summary
A motive force generation device for generating a net resultant propulsive force vector. The device includes a mechanical drive that rotates one or more counter-rotating mass pairs about a respective axis; decreases the radius about the axis without causing external torque on the system therefore increasing the energy level of the mass; continues to rotate mass at the higher energy level; then increases the radius about the axis to its original distance. The work required to rotate mass at a higher energy state is greater than the work to rotate mass at the original state, causing an unbalanced system resulting in the net propulsive force. This force is transferred to an object to which the device is attached, effecting movement.