Homogeneous and in-homogeneous 1st ODE in linear form & Application of 1st ODE (Mixing Problem) by Shirley Umang https://padlet.com/rshirley832015/8bdmcifprgkn Made with a wink and a smile 1. You may discuss any related on the topic above. 2. You may upload the solutions for the provided tutorials & exercises. 3. You can comment on your peer working solutions. en-us 2017-03-16 04:34:24 UTC 2026-01-28 07:31:48 UTC hello@padlet.com https://padlet-assets.s3.amazonaws.com/icons/Alarmclock.png gabreil (58617) https://padlet.com/rshirley832015/8bdmcifprgkn/wish/161770443 does anyone have a other way of explaining mixing problems?

]]> 2017-03-22 11:37:15 UTC https://padlet.com/rshirley832015/8bdmcifprgkn/wish/161770443 Explaination : Mixing Problem rshirley832015 https://padlet.com/rshirley832015/8bdmcifprgkn/wish/162022903 Normally in mixing problem (referred to Application of 1st Order ODE) will involve a/ cascaded tank where there is a substance will be added and come out from the tank. Knowing that, the natural relationship that the rate at which the amount of substance in the tank is changing (over time), y(t) is simply difference between the rate at which it is coming into the tank and the rate at which it is leaving the tank.
Assume that the inflow and outflow rates are equal, so that the total volume in the tank is constant (Although the concentration of substances changes over time).
This means it consists of 2 parts, INPUT and OUTPUT.
For input & output part:
We need to find out the INPUT RATE
 INPUT RATE= Inflow rate & concentration of the inflow rate
While for OUTPUT RATE
 INPUT RATE= Outflow rate & concentration of the outflow rate


]]> 2017-03-23 05:34:04 UTC https://padlet.com/rshirley832015/8bdmcifprgkn/wish/162022903 Differences between Mixing Problem and the Draining a tank? rshirley832015 https://padlet.com/rshirley832015/8bdmcifprgkn/wish/162023927 2017-03-23 05:51:48 UTC https://padlet.com/rshirley832015/8bdmcifprgkn/wish/162023927