DIY active trimable filter

I'm trying to go from digital filters to analog since I havent found a good solutions with good enough converters for the digital part!
I'm building a three way system and so far my plan was to use MiniDSP for the bass because it's gonna be extremely expensive with a good passive filter- but then I thought that maybe I could make a active filter for the bass, just like on my old sub amps.

My question:
How can I make a 24db LR filter for the bass at 300hz, or even better with a trimable frequence?

The amps are TPA3255 1x480W 1Ch Class D Audio Amplifier | eBay
 
IMHO, if you are using chip amps it is better to separate low and high frequencies at low level, and amplify them separately. I did it using an 800Hz Butterworth filter, and a TDA2030 for bass and a TDA2003 for highs, from a SPMS giving ±14V for the former and 12 for the latter.
 
IMHO, if you are using chip amps it is better to separate low and high frequencies at low level, and amplify them separately. I did it using an 800Hz Butterworth filter, and a TDA2030 for bass and a TDA2003 for highs, from a SPMS giving ±14V for the former and 12 for the latter.
What I want to do is to use two amp's per speaker, so one amp for the bass and one amp powering the mid and the tweeter, and my big question is, how do I make the crossoverfilter, pre amp for the bass - Does it make sense or have I misunderstood what you wrote? 🙂
 
I am intrigued why you have been unable to find a solution with good enough converters. What has been the problem?
That the conversion of what I have tried so far, litterally has killed the music compared with my Lynx Aurora converter - And that I havent found a system with usable digital outputs, ADAT, Dante or AES, that I can afford- Besides the Aurora DSP system, which i'm hoping for will be ready with ADAT out soon! 🙂
 
In the opening post you asked about a Linkwitz-Riley filter. A Linkwitz-Riley filter is equivalent to a cascade of two Butterworth filters of half the order, so when you use the calculator rayma referred to, use it to design a second-order Butterworth filter and put two of those in a row, you have your fourth-order Linkwitz-Riley.