More tests from the former chairman of the swedish skeptics society and the president of the physics society that decides the nobel prize....
It looks like they recognized the need to take into account the
water flow argument here.
They mention:
"Total water-flow input was measured by weighing"
And they use weighed water reservoirs before and after the
test.
This is certainly an improvement and I assume my arguments
helped to make this improvement.
Interesting thing is that the more accurate the measurements
become, the less the power of the device gets and shorter
the duration of the test gets.
In this test it was only
"2.3 and 2.6 kW" and duration of 2 hrs (previous report
was 4.5kW and 6 hrs).
It is very strange that power has decreased, while
water-flow is lower. The opposite should be true,
because lower water-flow should cause higher temperature
in the reactor and correspondingly higher reaction rate.
It is almost a confirmation of my previous assertion
that water-flow was not constant (and so
power calculation was wrong), and now with more
accurate measurement we do see reduced power.
That leaves us with only "5.6 and 6.9 kWh" over
the duration of the test which is again not that far
from what NiMH battery thermal self-discharge
can provide assuming it is hidden in the so-called
"lead shielding".
Given 300Wh/L for NiMH battery, we only need 20L and volume
and 7 kG weight to get this amount of energy, and if you observe the "wrapped
up" version of the device, it is in that order of volume
and certainly much larger weight.
It looks like the external measurements have again constrained
the energy of the device to the level accessible by chemical
sources (for given temperature range it could be NiMH battery heat-induced self
discharge with onset at about 60C).
The statement:
"As Professor Sven Kullander and Associate Professor Hanno Essén noted
previously, the energy released is greater than can be generated by a chemical
reaction in the reactor, which has an estimated volume of 50 cubic centimeters."
...would be correct for 50 cubic centimeters. But that would not
take into account the volume and weight taken by the so called "lead shielding".
Their analysis is based on the "naked" device they could see, but not on the
actual "wrapped and shielded" device that was used in the test.
Correct analysis should include the entire black box volume and mass,
where the black-box is the actual device under test.
Regards,
Yevgen