blake121666 wrote: ↑Sun Jan 12, 2025 3:19 pm
You are misunderstanding what I am saying. I am saying that the incineration times of the corpses overlap - not that there is significantly more heat involved in the process. I have told you that all along and a gazillion times. Do you understand that?
The entwined system needs to be handled and there is no simple relation of per corpse external heat requirement. The corpses interact with each other. The per corpse external heat relation is statistical - not physical.
What you do not seem to follow is that the
incineration times cannot substantially overlap. This makes zero sense, whatsoever. The key metric is
energy over time, with
total energy being the main concern.
Please read this again:
Mattogno demonstrates that:
- There is a 35,600 kcal UHV (incl. all combustibles) for lean corpses (TCFOA, Part 1, Unit 2, Section 10.2). This is the extent to which a prior corpse could be used as fuel for the subsequent one.
- There is a 206,100 kcal energy requirement for cremating a lean 40kg corpse (p. 369). This is how much total energy the subsequent corpse requires to be cremated.
Thus,
even with perfect heat efficiency of the combustion of your prior corpse in heating the subsequent one, you still can only account for a mere [35,600 / 206,100 =]
17.3% reduction in heat energy needed to cremate the latter corpse. Of course, to suggest even 80% heat efficiency in this regard is
absurd, given sub-optimal arrangement, problems with timing, and the many other factors and types of losses Mattogno discusses in detail (in other words, only a fraction of the 35,600 UHV kcal released from the prior corpse could be utilized in the cremation of the subsequent one). At best, you might suggest some 40% efficiency (thus, ~8% reduction in heat energy needed to cremate the latter corpse) assuming a highly-diligent and consistent process of multiple/simultaneous corpse cremation as you have laid out.
A lean corpse requires some 206,100 kcal of total energy to be fully cremated. This means, theoretically, it could be blasted with 20,610 kcal per minute over the course of ten minutes, or with 2,061 kcal per minute for 100 minutes, achieving the same result. The total must add up to 206,100 kcal, and only once this total is reached, has the corpse been cremated.
The upper heating value (UHV) of the combustible materials of a lean corpse (fats, proteins, etc.) amounts to 35,600 kcal. This is the upper maximum of how much energy a combusting corpse can impart upon another corpse added to the same muffle while this prior corpse is combusting. This means that if the heat efficiency insofar as the combusting corpse imparting heat onto the next (fresh) corpse is
absolutely perfect, then the maximum impact upon cremation energy needed for the fresh corpse is just
17.3% (about ten minutes' worth of cremation in the Topf double-muffle furnace). But there is
no way the heat efficiency of this combustion would be, in practice, even 70%, and is likely far less, perhaps 40% or less. What this means is that we have to take just some ~40% of the 35,600 kcal figure as potentially contributing to the subsequent corpse's cremation.
35,600 x 0.4 = 14,240 kcal
Dividing that figure by the total amount needed to cremate a lean corpse:
14,240 / 206,100 = 6.9%
This means we are looking at roughly a maximum, practical reduction in the total time (and energy) required to cremate the next corpse of just ~7%!
Given we have already shown (in the OP of this thread) that cremating any individual corpse requires one hour to cremate, here is the approximate reduction in time required, if we follow your one-after-another, overlapping approach:
60 x 0.93 = 55.8 minutes
Thus, it would lead to a total reduction of only about 4 minutes.
The amount of energy required to cremate the subsequent corpse
does not change just because you add it in early. The combined energy of the furnace and any combusting corpse already within are still the key constraint, which is not impacted by the time in which you add the next corpse, except by potentially allowing the combustion of the prior one to directly impart its energy from combustion onto the next corpse, which results in a ~4 minute reduction in the overall time required for the next one. The effect is minimal, at best.