Breeding for cheap energy cheapening

Breeding for cheap energy cheapening

Author: David Judbarovski, systems engineering, principle inventor, retired

judbarovski@gmail.com

 

Note:

Three different inventions promise primary renewable electricity by about USD 0.006/kWh each at 5 years payback and then to be practically free.  

They are.

(1) Solar thermal heterodyne. 2020. It allows a rectenna to be feasible at present level of rectifiers  

(2)VAWT (vertical axis wind turbine) comprising chains rotating oppositely to neighboring ones, 2016.

(3) Sailboat with hydro-generator. 2017. Its electricity is transformed on-board in hydrogen, and then in more transportable fuels  

 

Abstract:   

To reform giant business being energetics even if in favor of much cheaper electricity, it is grandiose business too with grandiose investments. A breeding model of investments described below allows both to cheapen additionally such electricity during its payback period and multiple diminish crediting it, allows 100% electricity as end energy source, and maximal autonomous powering for defense.  

 

My results were calculated in USA cents/kWh produced, and whole program is 5 years for payback and 4 years for building.

 

A credit is 3.0 cent/kWh only, and allows a power plant to recoup in a year with practically free electricity for following years. A sale is 9 cent/kWh.  The following stages are by breeding investment, allows three additional analogous power plants to build by revenue from a previous plant.

It is enough 4 years to invest and build 40 analogous power plants by first year credit of 3.0 cent/kWh.. They would produce practically free electricity since their second year work, because each one was recouped.  .  

 

Credit for 5 years for the whole program would be 3 cents/40 = 0 075 cent/ kWh.

1.22 cent/kWh for recoup vs. 3 cent/ kWh, if without breeding.  

Consume tariffs is equal to overheads only, and plus 3.7 cent/kWh during payback.

 

Really

1 + 3 + 9 + 27 = 40,

1 * 4 + 3 * 3 + 9 * 2 + 27 * 1 = 58, (40 * 3 + 58 * 0) / (40 + 58) = 1.22 cent/kWh

(9 * 40 + 58 * 0) / (40 + 58) = 3.7 cent /kWh

 

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