Originally Posted by shibby6600
Originally Posted by SubieRubyRoo
Downsides are you've now multiplied your chances for failure, and long-term efficiency has taken a hit. Parallel filtration actually increases the chances of a certain size particle getting through the filter... if both filters are say 95% efficient at 20 microns, when you double the filter count you actually reduce the overall possibility of catching that 20 micron particle to: 95% x 95%= 90.25% efficient at 20 microns.
I'm having a hard time wrapping my head around this. Could you explain why it lowers the chances? Intuitively I would have guessed it'd be the same regardless the number of filters because the particle can only go through one at a time, making it 95% this filter or 95% that filter.
What if the filters were in series, would it be averaged or the same?
At first guess I would have said parallel filtering is the same and series is slightly better. I genuinely don't understand the reasoning so any clarification is appreciated.
I'm thinking the same as shibby on this. I think you have to look at what the probability is of a particle getting through, not captured. If you had 3 filters in series (all 95% @ 20u), what are the chances of one specific particle that is 20u getting through all 3 filters?
For one filter it's 5%.
For two filters it's 5% of 5% = 0.25%.
For three filters it's 5% of 0.25% = 0.0125% ... which would be the same as 99.99 % @ 20u.
etc ....
Having 3 filters (all 95% @ 20u) in parallel, they all will have their independent efficiency so if the particle goes through any one of them one time the possibility of not being captured would be 5%.
Originally Posted by SubieRubyRoo
Downsides are you've now multiplied your chances for failure, and long-term efficiency has taken a hit. Parallel filtration actually increases the chances of a certain size particle getting through the filter... if both filters are say 95% efficient at 20 microns, when you double the filter count you actually reduce the overall possibility of catching that 20 micron particle to: 95% x 95%= 90.25% efficient at 20 microns.
I'm having a hard time wrapping my head around this. Could you explain why it lowers the chances? Intuitively I would have guessed it'd be the same regardless the number of filters because the particle can only go through one at a time, making it 95% this filter or 95% that filter.
What if the filters were in series, would it be averaged or the same?
At first guess I would have said parallel filtering is the same and series is slightly better. I genuinely don't understand the reasoning so any clarification is appreciated.
I'm thinking the same as shibby on this. I think you have to look at what the probability is of a particle getting through, not captured. If you had 3 filters in series (all 95% @ 20u), what are the chances of one specific particle that is 20u getting through all 3 filters?
For one filter it's 5%.
For two filters it's 5% of 5% = 0.25%.
For three filters it's 5% of 0.25% = 0.0125% ... which would be the same as 99.99 % @ 20u.
etc ....
Having 3 filters (all 95% @ 20u) in parallel, they all will have their independent efficiency so if the particle goes through any one of them one time the possibility of not being captured would be 5%.