I don't disagree about the capacity and current delivery of batteries. But there's no difference in current demand between a single 1.5 Ohm coil and two 3.0 Ohm coils wired in parallel. It's going to draw the same amperage and put out the same amount of power in heat.
In theory, yes... but think about what you're saying, and the implications of that... hypotheticalls speaking, if the single 1.5 ohm coil draws 2 amps of current, and a pair of 3 ohm coils totalling 1.5 ohms shares that two amps of current... you now have two 3 ohm coils that are each getting 1 amp of current... in practice does a 3 ohm coil at 1 amp produce 1/2 the heat of a 1.5 ohm coil and does doubling the coils double the heat output in actual degrees?
There are assumptions being made regarding the BTU output of these coils under these conditions... yes... ohms law is a LAW... but ohms law fails to consider the thermo dynamics of the coils. There are other factors as well... in simple math, ohms law tells us certain things will happen electrically... but in the physical domain, how these translate into heat production are another matter entirely. measuring heat outputs in watts and assuming it means something which is relative to the matter is the problem here... how many BTU does a 1.5 ohm coil at 2 amps of current, compared to a 3 ohm coil at 1 amp of current... you have a higher resistance coil with 1/2 the current being delivered to it... I'm going to guess that translates to quite a bit less heat. It may be less than half, and if it is, there's your answer!
I should get out my bench supply, temperature probe and some nichrome wire and see how this fleshes out... it may be the only way we'll ever know.
One other thought, and that is the minimum temp required the vaporize PG/VG... even if it is a 50% reduction in heat in a perfect linear world... is that lower temp enough to vaporize the stuff?
Think about this... lets say in theory that a 1.5 ohm coil that's drawing 2 amps of current produces 200 degrees of heat... and a 3 ohm coil produces 100 degrees of heat with 1 amp of current available... then TWO of those coils side by side will not magically produce 200 degrees to remain equal... you have 100 degrees of heat spread out across a larger surface area... it may hit a few degrees higher... but it will not double!
This is much more than an ohms law problem, folks... this one requires an understanding of thermodynamics.