Wake up now. It was you, not I who made the comparison between one engine and another 10 times it’s size, and then deleted your post upon seeing your dumbfuzzled booboo. And yes, if an engine increases in size 10x (as you stated), my statement is correct. It will indeed be more than 10% less efficient (contrary to what you said) due to the tremendous increase in weight.
Since you completely lack an understanding of physics, let me put this in middle school terms so you can grasp it.
For example, the cohesive force of water (producing surface tension) is tremendous when placed upon a tiny object. That’s why a pin will float on the surface of a bowl of water. But a pin 10 times the size of a regular pin will not float in a bowl of water. Does that help you understand your gross error?
Here’s another example:
A .177 cal. spring piston air rifle may have a muzzle velocity of 1,000 fps, and a .30 cal. pistol bullet may have a muzzle velocity of 1100 fps. Even though the .30 cal. bullet has far more than 10 times the force behind it than the pellet, the bullet does not move 10 times faster than the .177 cal. pellet.
You could also say that despite the fact that the pellet weighs less than 1/10th that of the bullet, it does not have 10 times the muzzle velocity!
Does that help too?
Likewise, the increased weight of an engine that is 10 times the size of another will yield an engine that is much more than 10% less efficient.
If you apply the adjusted 2X theory of your blunder to this line of thinking, you are attempting to adjust the comparison (mass) to meet the 10% decrease in efficiency (end result) that you stated, and that is backwards from determining the decrease in efficiency by comparing the mass. So, in effect you are attempting to salvage your blunder by adjusting the comparison instead of adjusting the end result…
…and that’s just f’d up.
No charge.