"Pyramid of Crude Oil - Pyramid of Conscience Series," 2005
http://www.asci.org/druck749.html
Pyramid Volume Theorem
The volume V of any pyramid with height h and a base with area B is equal to one-third the product of the height and the area of the base.
Formula: V = (1/3)Bh
Input
1. US production curve
2. Former USSR production curve
3. Maximum of US oil production ~ 220 Gb in 200 years 1850-2050
4. Maximum b/d US = ~ 9 mio. b/d
5. Maximum of USSR oil production ~ 300 Gb in 200 years
6. Maximum b/d USSR = ~ 12 mio b/d
7. Earth landmass : 146 * 10^6 km²
8. US landmass : 9,36 *10^6 km²
9. Former USSR landmass : 22,4 * 10^6 km²
10. World Oil discoveries curve
Calculation: world oil reserve
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From basis USA production curve , time = 200 years 1850-2050
x axis= time in years ; y axis = barrel/day
a) first print a triangle over the curve with point
A(x,y)= (1850,0)
B(x,y)= (2050,0)
C(x,y)= (1973, 9*10^6 b/d,) maximum
z= days
Now we calculate the volume of the "US Oil Barrel Pyramid"
1/3 (200*365d)* 9*10^6 b/d = 219 Gb
Total earth oil reserves with
219 Gb_USA : 9,36*10^6 km² = Gb_Earth : 149*10^6 km²
=> Gb_Earth = 3502 Gb
The volume of the former "USSR Oil Barrel Pyramide"
1/3* (200*365d) * 12*10^6 b/d = 292 Gb
292 Gb_USSR : 22,4*10^6 km² = Gb_Earth : 149*10^6 km²
=> Gb_Earth = 1942 Gb
We can calculate the weighted average
2.4 landmass USA = 1 landmass USSR
=> Gb_Earth= ~2400 Gb
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"Earth Discoveries Barrel Pyramid"
ASPO
Time = 100 Years 1930-2030
Volume 1/3 * 55 Gb/a *100a= 1833 Gb
(With time = 200 Years => 3666 Gb (not realistic )
Every state have its own "Oil Barrel Pyramid" so the whole world!
=>
Oil depletion midpoint
1833 Gb /2 = 916.5 Gb
Consumption Pyramid, Time 1930-2007 = 77 years
1/3*77a * 30 Gb = 770Gb
=> 770 + years*30Gb = 916.5 Gb
=> 4,86 years
=> Oil Depletion Midpoint year is 2011-12
M_B_S






