There are two things that seem to appear in most of the information I found:
1) A higher DF is like you're rowing a bigger (less streamlined) boat
2) A higher DF is like using a higher gear when you're on a bicycle
Ok, I get that. High DF means you have to work harder than with a low DF.
But now it becomes a bit fuzzy for me, because a bigger boat and a higher bicycle gear actually aren't the same.
If I perform a certain amount of work in a (less streamlined) boat, it would get me less far than the same amount of work in a sleak boat right?
But if I perform a certain amount of work on a bicycle it doesn't really matter which gear I'm in. High gear means hard to get the pedals around, but I go really fast doing so. Low gear means easy to paddle but it doesn't really go very fast.
Am I still on the right track here? Or is my perception of work vs distance for different types of boats wrong?
Assuming I'm on the right track, shouldn't there be a different analogy for drag factor? The plump vs sleak boat doesn't feel right.
I've been thinking about this and if all of the above is (somewhat) correct, I think we could (should??

So we instead of picturing different kinds of boats for different dragfactors, we use the same boat all the time.
But we change the length of the paddles.
If I use a short paddle I have a very short lever and I don't have to work very hard to move them through the water.
But the distance I will travel at every stroke will be small. This feels like a low drag factor for me.
But if I use a very long paddle, I have a very long lever and with every stroke I get a huge distance through the water but I would have to exert a huge amount of force to do so. This feels like a high drag factor for me.
I'd appreciate if you could shed your light on this.
I could be very wrong, but the concept keeps bothering me.
A question I ask myself a lot is: "does any amount of work on DF 140 give a the same split as the same amount of work on DF 100?". I think the answer is yes, but I can't match this with the different boat sizes analogy.
Sorry for the long post, thanks for reading
