Look closer, it has a port to add air, so you'd be effectively using the hose's volume too.Wouldn't the extra air volume of the hose cause the spring to feel different than when it's not attached?
Yes.Wouldn't the extra air volume of the hose cause the spring to feel different than when it's not attached?
Not necessarily. If the air volume in the instrument is sufficiently small with respect to that of the fork, effect could be negligible.=fail
Not necessarily. If the air volume in the instrument is sufficiently small with respect to that of the fork, effect could be negligible.
Sure, but the volumes of a shock are so small that I have a hard time believing it won't make an appreciable difference there. It might be negligible on a fork, I'm willing to accept that.If they did it right, the inner diameter of that hose is rather small and the effect of the increased volume will be very small.
Some back of the napkin calculations show that if that hose was about 5" long with a 1.5mm ID, an XC shock I just guestimeasured, the increase in volume when fully compressed is about 0.5%.Sure, but the volumes of a shock are so small that I have a hard time believing it won't make an appreciable difference there. It might be negligible on a fork, I'm willing to accept that.
I think your assumption of 1.5mm ID is pretty generous. I'm estimating an almost 20% pressure loss over the length of the hose for the kind of flow rate you'd need to get a 1ms response time.Some back of the napkin calculations show that if that hose was about 5" long with a 1.5mm ID, an XC shock I just guestimeasured, the increase in volume when fully compressed is about 0.5%.
Numbers, please.I think your assumption of 1.5mm ID is pretty generous. I'm estimating an almost 20% pressure loss over the length of the hose for the kind of flow rate you'd need to get a 1ms response time.
Could something like pressure loss in the hose and/or the % of increased volume of the fork or shock be corrected for in the data that this thing spits out?...an almost 20% pressure loss over the length of the hose
I think your assumption of 1.5mm ID is pretty generous. I'm estimating an almost 20% pressure loss over the length of the hose for the kind of flow rate you'd need to get a 1ms response time.
To an extent, but they'd need to have some information about the volume of the fork/shock in order to do it.Could something like pressure loss in the hose and/or the % of increased volume of the fork or shock be corrected for in the data that this thing spits out?
Fair point. I pulled 1ms out of my ass without thinking about it too hard.Do they publish any sampling rate numbers?
I have no idea why you would want a 1ms response time. Anything at that frequency would just be noise, literally sound waves bouncing around the can. The hose would act as a nice low pass filter, I would see it as a plus from that standpoiont. I doubt that a mountain bike tire could transmit higher frequency vibrations at any measurable amplitude. Now if you were using it on a suspension bike with road tires I could see your point.
I too would rather see raw data, but I would have a good idea on how to crunch the numbers. The vast majority of the target audience would be scared away. Remember, we live in a country where more than half the population thinks that the sun orbits the earth.If one were to presume that the electromechanical gubbins is without error or has reasonable error, the app's the biggest crap shoot. I would prefer to see raw data from a well characterized instrument than suggestions from an app that does who knows what under the covers. If it were well written and open source it might be a different game.