I cannot ultimately exclude this but the rules are suspiciously tweaked for a 4 MJ ES.dren wrote:Right, but your power to weight might be better, or packaging, etc...
I cannot ultimately exclude this but the rules are suspiciously tweaked for a 4 MJ ES.dren wrote:Right, but your power to weight might be better, or packaging, etc...
Ok, so what do you exactly propose? Give me the numbers and I will think about it. If I like it I will tell you. So please:wuzak wrote:The idea is to recover energy and use it.
If you do not understand the technology and the issue here why do you speculate? The fact of the matter is that you can seriously overload an electric machine of that type that does only 20% of the job it is designed to do. The reason is that the standard rating is based on the heat rejection that must be transported away by the liquid cooling system. If your time rated utilization is only 20% you can almost use five times the power to produce the same reject heat.wuzak wrote:Seriously, what?
Newey would compromise a system so that more often than not it is dead weight?
If it is the same for all KERS equiped cars, then why did you mention the 20s time and 21% "utilisation" factor?
Maybe Newey skimps on cooling a bit, but I doubt very much it is by a factor of 5, as you claim.
Richard the conversation wasn't about the storage cells is was about an electric machine, the KERS MGU!richard_leeds wrote:I think it is fair to presume the RB overheating is due to tighter packaging and possibly over working the batteries. I recall Newey saying that he wouldn't let KERS compromise his aero to the point that he threw it away the first time it was introduced.
I also think it fair to assume that the batteries will only be loaded to a proportion of their peak charge, although I haven't a clue what that is a factor of 2 or 20.
Sorry to correct you. Energy density and power density is the correct term for what we are discussing here. They are not translated. Please read one of the sources that I have quoted for the physical properties of the cells that we were discussing. You will find exactly that terms in the original Phd thesis in the English/American language.richard_leeds wrote:By the way I think I noticed something lost in translation. "Power density" is the storage capacity per kg or volume. "Power" is the rate of electricity flowing in or out, ie P=VA.
Precisely.richard_leeds wrote:I think it is fair to presume that if the regs allow 10MJ per lap (random number!) the peak storage might only be 3MJ because the actual storage comes and goes around the lap.
http://en.wikipedia.org/wiki/Power_density and http://en.wikipedia.org/wiki/Energy_densityWhiteBlue wrote:Sorry to correct you. Energy density and power density is the correct term ....
Yes!richard_leeds wrote:http://en.wikipedia.org/wiki/Power_density and http://en.wikipedia.org/wiki/Energy_densityWhiteBlue wrote:Sorry to correct you. Energy density and power density is the correct term ....
Power density is how quickly the energy can be transferred (W) per unit volume (or mass) ?
Energy destiny is the storage (J) per unit volume (or mass) ?
What I have been saying all along.WhiteBlue wrote:With the above values you can do a 2.7 MJ battery with 25 kg mass that can handle 125 kW charging power.
If you charge on the out lap and the in lap or leave two recharging laps between quali hot laps you could use 4 MJ from such a 2.7 MJ battery and supply the non engine ancillaries such as the hydraulic pump.
2.7 MJ is 0.75 kWhWhiteBlue wrote:
With the above values you can do a 2.7 MJ battery with 25 kg mass that can handle 125 kW charging power.
If you charge on the out lap and the in lap or leave two recharging laps between quali hot laps you could use 4 MJ from such a 2.7 MJ battery and supply the non engine ancillaries such as the hydraulic pump.
It is more complicated than that. We have made an assumption that battery densities can be tweaked sufficiently to design a battery that will be good enough to drain 4 MJ and re charge 2 MJ in the same lap. Hence your calculation does not apply.WilliamsF1 wrote:2.7 MJ is 0.75 kWhWhiteBlue wrote:
With the above values you can do a 2.7 MJ battery with 25 kg mass that can handle 125 kW charging power.
If you charge on the out lap and the in lap or leave two recharging laps between quali hot laps you could use 4 MJ from such a 2.7 MJ battery and supply the non engine ancillaries such as the hydraulic pump.
125 kW will run for 21 seconds theoretically with this amount of energy.