Jedi Master Spock wrote:
You're mixing watts and joules. The Death Star's reactor had to charge up for hours in order to be ready to fire a superlaser shot. (A number of EU sources specify at least a full day, in fact.) Power is energy per unit time. That means e27-e28, not e32, watts is the correct calculation for your interpretation - using, generously, Sunlike, non-red dwarf stars as the benchmark.
Semantics are not really relevant in this debate. I understand the difference between joules and watts. As for power generation, assuming that the recharge time involves actually powering the superlaser and not cooling it, then yes, I concede that the actual power output is about e28 watts. The ability of the Death Star to even deliver that much energy without vaporizing itself is quite impressive into itself, right? The superlaser would have to have extremely high heat capacity and/or extremely advanced cooling systems in order to not get vaporized, and the Death Star would have have to be able to withstand an enormous amount of recoil. That being said, such a power output supports the AOTC and ROTS ICS figures for star destroyers quite well, because if you scale them linearly it works out to be "realistic". The Death Star's reactor is 16 kms; a star destroyer's is 140 meters, both in diameters. A e24+ watt reactor therefore makes complete sense.
1e32 joules would be more energy than the entire human race has produced to date; however, it is far less than the quantity of energy unleashed by humans in the whole of Star Trek. Genesis created and then detonated a planet. A trilithium missile can explode a star.
Both superweapons of which are nearly impossible to calculate due to being chain reaction weapons. Based off of standard power output the Death Star exceeds the power output of the Federation, and likely the entire Alpha Quadrant.
Now, let me tell you what the calculation would be if I used a couple median main-sequence stars, and the more common EU recharge time of 24 hours for the Death Star: About 2e30 joules (1% of the energy required to mass scatter a planet), and about 2e25 watts of power. This is what Saxton believes an ISD can fire downrange. Or, in other words, a small fleet of ICS Acclamators.
Where did you get that information for median main-sequence stars? You're suggesting that a median main sequence star is about 100 times less powerful than our sun, even though out sun isn't particularly large.
Problematically,
that level of energy would
still be multiple orders of magnitude higher than the apparent strength of the first "one third power" shot from the Death Star in the novel. This is what the other posters in this thread have been pointing out to you; if they seem frustrated, it's because after the novel came out, we had a
fairly lengthy discussion here on the subject.
(BTW, our email debate; yes, that's me; is it still going on?) The power percentiles seemed to have been completely messed up in Star Wars Death Star. A 1/3 power shot should still have destroyed the planet. Another shot was able to be fired about an hour, despite the fact that a full powered shot took about 24 hours to recharge. If you want to take the power percentage as linear though, note that a 4% power shot destroyed a Rebel Alliance cruiser. The fact that they put the power at 4% and not 3% implies that 4% power is needed as a somewhat upper end to destroy a Rebel cruiser...even with the lower end calculations of e30 joules, 4% of that is e28-e29 joules.
That said, you're still missing the point. The ICS are carefully constructed. Saxton has, or had, in his mind a fairly coherent model of what Star Wars looks like. It bears little relation to Lucas's Star Wars, but it is intended to be internally consistent. Saxton's model of Star Wars relies in no small part on the Death Star's beam being more or less an actual laser, and that's totally incompatible with the Death Star novel, including the quote you're focusing on.
How so? The quotes that supposedly prove a chain reaction are often misinterpreted. The quotes mention that the hypermatter reactor exceed mass-energy conversion. Trekkies take the quotes to mean that the reactors do not produce as much energy as assumed, and that they use a chain reaction to do it with less energy. However, in reality, it's reversed; the hypermatter reactors use sort of a chain reaction to get more energy!
If you compare my model of Star Wars with Saxton's model of Star Wars, it's pretty clear which one of us is describing something closer to what the Death Star novel describes, and it's still clear even when you decide to ignore 90% of the novel to focus on pulling a single quote out of context.
Out of context? The quote about the weekly output of several main sequence stars vs the Death Star is quite direct and blatant. What is the power output of the Death Star in your model?
Now, I don't go ignoring the context to focus on a single quote, as a general rule. I'll start by looking at the single quote, but you have to look at it in the larger context, and the larger context, here, pretty clearly indicates that the reactor managing to explode itself is projected to release a lot more energy than the Death Star's superlaser requires. Which makes a lot of sense; if your reactor is operating within normal output parameters, it's not going to overload the safeties and blow everybody to kingdom come.
Uh, what? Are you actually implying that a misfire is more powerful than an actual regular blast? Where is your evidence?