It is all about energy management. Muscle contraction requires energy whether the muscle does work or not. So, isometric contraction requires energy but does no work. disconnecting the muscle from its insertion and contracting it will require energy but will do no work (that will also be the highest muscle speed as there is no resistance). In both these instances the work efficiency is zero as no work is done but energy is expended. In between these two extremes the muscle will do some work (in physics work involves a force though a distance) and there will be an energy cost (there is also an energy cost just keeping the muscle alive).and so we now have an efficiency that is greater than zero. In a muscle the efficiency would be the amount of work done dived by the energy cost. In skeletal muscle the absolute highest efficiency one can get is about 40% with all conditions being perfect.ArmandoChavezUNC wrote: ↑December 17th, 2020, 10:30 pmThis thread is quite lot and a little rambling so I'm curious if you can summarize what novel approach it is exactly that you think you may have found?
I'm not even sure I understand what you're advocating for in your latest response saying there's an optimal contraction speed for a given muscle power (this seems like a very unclear statement to me).
Power is the amount of work done in a unit time. So, now power is the force the muscle is using times the velocity it is moving. At any given power there will be a best velocity to get the best efficiency. Best efficiency is important because that energy cost requires oxygen. If one isn't optimally efficient the heart and lungs need to work harder than they otherwise would to get that power. When human powered vehicles efficiency is measured they rarely are much above 20% efficiency, so you can see there are a lot of losses. If those losses could be found and minimized there is potentially room for large power gains.
About 25 years ago I invented a device to teach cyclists a better way to pedal (to actually use the full circle). (I discovered this idea when I was playing with the idea of using the rowing motion in a human powered vehicle to set the land speed record.) Our data indicated that with enough training (6-9 months) our typical new user would see power increases of 40%. This number was so large that many gurus simply didn't believe it. In fact, it was very difficult to explain. Simply eliminating the negatives on the upstroke should not give a cyclist more than a 10% increase in power. How to explain 40. There had to be multiple things going on. I have spent a long time trying to figure it all out. I can pretty much explain it now. One of the reasons is the cranks I invented were so hard in the beginning that new users slowed their cadence down (even the pros). This slowed their pedal speed and pedal speed correlates with muscle contraction speed. Scientific studies confirm that pedal speed is the one (and only) metric that correlates with efficiency. there you go, the previous paragraph in action.
In general, most cyclists pedal at cadences that are way to high for optimum efficiency. Some work I did on an elite age grouper found that the optimum pedal speed for him at about 200 watts was about 1.1 m/s. He was riding then at about 1.7 m/s on average. When he was at his optimum pedal speed he saw a 10% increase in power. Not bad for a national champ. I estimate pros (who put out about twice the power) would have an optimum pedal speed of about 1.4 m/s. These are for 2-5 hour efforts (there is some coasting downtime in those races). Much more aerobic than seen in rowing.
Anyhow, I am not taking what I learned about where inefficiencies can be found (and some other ways to increase power) that I learned from my cycling investigations and trying to apply them to rowing. Slide speed correlates with pedal speed and it was my guess that this might be a good area to investigate. On a bicycle it is easy to change pedal speed and keep the power constant. One can change gears and reduce cadence or one can shorten the crank length (smaller circumference) and keep cadence the same, or some combination. That isn't so easy on a shell or ergometer. The only way to reduce slide speed is to increase the resistance. That is what I am trying. increasing resistance seems to reduce slide speed and increase power at the same time in those who try. So, it seems that slowing the muscle contraction speed allows the muscle to generate a bigger force increase than the speed slows. This means a power increase. This would only work if the slide speed is too fast for the power you are at. It seems most are.
So, all I have done is take an observation from cycling and seen if it applies to rowing. Since muscle physiology doesn't change when one gets on a rowing machine one would expect the same result if slide speeds are typically too fast for best efficiency. It seems they are.
I would be surprised if anyone here has ever been told by their coach that a slower slide speed would be important for improved efficiency. People know that higher drags can result in higher power but, I suspect, they don't know why this happens physiologically.
Let me add, this is not a magic pill, take it and you will get faster. You will get faster but only for short endurance. It takes a long time to train the muscles to sustain these changes. It is worth it to do the work but there is nothing magic about it. Still a lot of hard work involved. It is simply using science to guide your training.
Does that answer your question? Is it too technical?