The particular equivalence relationship between money and energy

Using the kilograms-meters-seconds system comporting with the price units in dollars per kilowatt-hour, the particular equivalence relationship between money and energy is emphasized in the postulated mechanism creating a vacuum against the barometric pressure of the impending atmosphere wherein A is the surface area of the opposing ram in square meter units, p_b is the presumed barometric pressure in Newton per square meters, and h is the stroke distance in meters, so that the potential energy difference from the initial position of the ram to its final stroke distance h is ΔE = (h)(A)(p_b) measured in joules. The thermal energy in the atmospheric volume is ΔE = (nR)T. Therefore for n moles of atmospheric gas and a gas constant R in energy per mole-degree Kelvin temperature T

(h)(A)(p_b) =Vp_b = (nR)T

Suppose that the relationship encountered in the Internet search is accurate at a given time so that $2.66x10^-5/ Newton-meter is the price paid i.e. therefore the value of the necessary total evacuated region of space (h)(A) is calculated as its volume times the impending external atmospheric pressure p_b times the price $2.66x10^-5)/ Newton-meter as the formula

  (((h)(A))(p_b)Newton-meters)(($2.66x10^-5)/Newton-meter)

= $(2.66x10^-5)((h)(A)(p_b)

The method of lifting the atmosphere is judiciously selected as that of placing the atmosphere onto a barge (pontoon) that is buoyed in tidal water that rises periodically. When the period of time is Δt within which the water reaches the paramount position h thereafter the average power potential derived is

(ΔE/Δt) watts = (((h)(A))(p_b)Newton-meters)/Δt.

At a repayment rate of a mere one million dollars per hour the total national debt cannot become paid in thirty years; for the total national debt of perhaps $800x10¹² how big must the evacuated region be for all transducers combined in order to pay off the debt in thirty years if the stroke velocity (the estimated rate of cumulative distance traveled by the rising tidal surface) is 4 meters per 24 hour period i.e. (4/24)(meters/hours) = h/Δt.

     Note that within analytical mechanics velocity times force is defined as the power (ΔE/Δt) in watts. The compelling unbalanced force is that of the impending pressure p_b applied over the buoyed ram horizontal plan section area A i.e. force = Ap_b. 
     Every penny saved is deemed a penny earned so that we can conclude that the energy from a non-fuel based transducer generated over the time span Δt is equivalent in monetary value to the money not spent in the payment for energy cost derived from combusted or otherwise depleted fuels.

Since ((h)(A)(p_b))joule $(2.66x10^-5/joule) = $800x10¹² total debt

then (H)(A) = $800x10¹²/$((2.66x10^-5)(p_b)) is the magnitude of the coefficient of the total necessary volume measured in cubic meters for the total volume of the evacuated displaced atmosphere. If this evacuated space is accrued constantly over the thirty years of a long term thirty year debentures issuance then only 30x(8 765.81277 hours) = 262974.3831 hours are available to accomplish the repayment of the debt. The debt prescriptively must become repaid at the end maturity date.

     There are 9.8 Newton per each 2.2 pounds; therefore there are 4.45 Newton/lbs so that an atmospheric pressure of p_b = 14.2 lbs per square inch is 63.254 Newton per each (2.54 x 10^-2)² squared meters

i.e. 63.254 Newton/(2.54 x 10^-2)² square meters

= 98044.742 Newton/(squared meters) = p_b(Newton)/(squared meters).

Thus multiplying 98044.742 Newton/(squared meters) by unity (using the meter

 divided by the meter) we derive the energy per unit volume

= 98044.742 Newton-meters /(cubic meters)

i.e. 98044.742 joules/(cubic meters). The price of a joule of energy, according to

 Internet research is $2.66x10^-5/ Newton-meters.

The resultant dollar value of one cubic meter of evacuated space is therefore

  ($2.66x10^-5/ Newton-meters)(98044.742 Newton-meters)/(cubic meters)

= $2.6079901372/(cubic meter). It is therefore obvious that the needed

meta-volume is derived as

($800x10¹²)/($2.6079901372/cubic meter)=

 (306,749,626,307,597.52552640903445822) cubic meter =

3.0674962630759752552640903445822x10¹⁴cubic meters.  

The tidal surface velocity (h/Δt)(meters/hour)=(4/24)(meters/hour) multiplied by the horizontal planar cross section area (A) of the pontoons is the displaced volume per unit time. Thus after thirty years the displacement is

(30x8 765.81277 hours)(A square meters)(4/24)(meters/hour)

= 3.0674962630759752552640903445822x10¹⁴cubic meters so that

(A)=(24/4)(30x(8 765.81277)square meters = 180x(8 765.81277)square meters

(A)= 1577846.2986 square meters throughout the thirty year period.

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Rolling Hills and Oak Trees

Mill Creek Road July 6 2011 is presented here in the plein air excursion at this somewhat remote location.

Cell phones might not work below the high ridges above the Mill Creek and the very narrow Mill Creek Canyon road. This location is a wooded wild life area featuring large predator California Puma. Keep the vehicle available and try not to present a tasty meal to a deserving mountain lion while attending the work. Guns do not often protect people from mountain lions because puma will usually seize the perfect opportunity to get a running forty foot leap from the rear of the victim.

If you do not see the fine art print that you want at my centrally located World Wide Web store gallery site Internet location then you may send an email request to artprints@pierrestudio.com containing the page URL of the image from its Internet location and the fine art print will become made promptly available to you at the most propitious price possible. 

Plein Air Painting at Lake Mendocino


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If you do not see the fine art print that you want at my centrally located World Wide Web store gallery site Internet location then you may send an email request to artprints@pierrestudio.com containing the page URL of the image from its Internet location and the fine art print will become made promptly available to you at the most propitious price possible.

This week's work in the rich sunshine in the neighborhood of my town Redwood Valley California is represented by the oak trees and topography. My neighborhood is nearly smack dab in the middle of Mendocino County.

The second landscape work is on the field easel under development at a different location and time of day. The areas I choose are often remote with bad cell phone coverage so that when I inadvertently humidified my cell phone while wading in the cool waters at Mariposa Creek under the Tomkie road the remote locations became less advisable to continue making paintings alone out on Cow mountain. The electronic and cell phone equipment is dry again and ready to use and I am ready to go again.

I like to paint anywhere the fishing is good; the people are kept not too far away to be of help in an emergency.

The paintings this summer will not always have water; that is merely because I want the do paintings about the terrain and the its life.

I will nevertheless have to paint our beauty-full Lake Mendocino.

Simple drawing tools used efficiently

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If you do not see the fine art print that you want at my centrally located World Wide Web store gallery site Internet location then you may send an email request to artprints@pierrestudio.com containing the page URL of the image from its Internet location and the fine art print will become made promptly available to you at the most propitious price possible.  See more at my slide show

Out door work when quickly executed is a way of constraining the senses so that superfluity is less likely.

Buying this Giclee printed on watercolor paper is possible through pierrestudio.com.
If you do not see the fine art print that you want at my centrally located World Wide Web store gallery site Internet location then you may send an email request to artprints@pierrestudio.com containing the page URL of the image from its Internet location and the fine art print will become made promptly available to you at the most propitious price possible.

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"Water is not really seen by me; it is merely attempted remembered." Melvin Pierre









If you do not see the fine art print that you want at my centrally located World Wide Web store gallery site Internet location then you may send an email request to artprints@pierrestudio.com containing the page URL of the image from its Internet location and the fine art print will become made promptly available to you at the most propitious price possible.

The tools of photography and digital image editing can be used to produce results that approximate painting with traditional tools.
The history of studio art practices has included mechanized tools throughout the long human development of drawing and depicting the things we see with our minds.
This image is conducted through the use of a digital camera and digital editing programs. See more of this type of images at pierrestudio.com.


If you do not see the fine art print that you want at my centrally located World Wide Web store gallery site Internet location the you may send an email request to artprints@pierrestudio.com containing the page URL of the image from its Internet location and the fine art print will become made promptly available to you at the most propitious price possible.

Art of Space

See more digital photograph by Melvin Pierre and see some of his artworks at pierrestudio.com.
If you do not see the fine art print that you want at my centrally located World Wide Web store gallery site Internet location the you may send an email request to artprints@pierrestudio.com containing the page URL of the image from its Internet location and the fine art print will become made promptly available to you at the most propitious price possible.

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