On Fri, Jul 15, 2016 at 3:47 PM, CodeWarrior <code.w...@gmail.com> wrote:
> I'm curious how you would exploit the nanopore to achieve synthesis?
oh, just a way to retain something like tDt or other enzyme for
repetitious reactions, instead of tethering it. A chunk of rock (the
silicon nitride with holes in it) seems like less variant/dynamic than
a coupling system in use (i.e. we don't have to do any covalent
chemistry)... plus it doesn't go bad sitting on the shelf like
biotin/streptavidin coupling kits might.
On Jul 16, 2016 12:39 PM, "CodeWarrior" <code.w...@gmail.com> wrote:
>
> Ah that's workable for supper short >sequences but the yield will be low and >the needed input masive. Imagine you >tune your TdT reaction perfectly and get >a 30% yield of single nucliotide aditions
30% sounds far from perfect... wouldn't perfect be 100%? Also why do you assume 30% when phosphoramidite chemistry is close to 99% already, and we know enzymes work and don't have similar error issues, less stringent chemistry (enzymes are all water based, phosphoramidite synthesis hates water).
> (which I expect is optimistic). Then let's >argue your seperation procedure is >100% lossless (highly unlikely). After 8 >rounds you'll have less than 0.007% of >the oligos you started with. You've also >had to do 8 seperation a probably 8 >consecutive PAGE procedures.
Oh, i am talking about nanofluidic channels, where you don't need gel or anything more than maybe counter-ion buffers.
>It's just not efficient to add 8 nucliotides >to a sequence. After that you need to >jam a primer on the end and do some >PCR or you'll be working with a sample >diluted out of existence.
Meh, just shove the at-least single molecule into an e.coli with electroporation... 'low' yield 'problem' solved. Seems a boon to me to be able to require at minimum a single molecule of output. Also, I am talking lab-on-a-chip tech, not garage-scale reaction apparatus.
sadly I’m a bit busy but I’ll try to work through the maths quickly.
so we have 4 populations start oligos f0, oligos with one nucleotide additions f1 and oligos larger than that fm we also have a finite supply of nucleotides n. our system of ODEs is
dn/dt=-a n f0-a n f1-a n fm
df0/dt=-a n f0
df1/dt=a n f0-a n f1
dfm/dt=a n f1
the terms in turn are, a n f0 reactions where a nucleotide is consumed changing a start oligo to an oligo with one nucleotide, a n f1 reactions where the desired one nucleotide addition oligos are turned into longer many nucleotide added oligos. a n fm reactions where many nucleotide oligos grow still larger. Notice all reactions are equally likely as TdT doesn’t care about oligo length once you get past oligos a few bases long. The non linear system can be simplified by noticing that df0/dt+df1/dt+dfm/dt=0 implies f0+f1+fm=I the initial number of start oligos. this means we can solve for n and substitute getting a linear system. if you solve this for initial condition then find the time t-max where f1 reaches a maximum and then find f1(t-max) you get I/e. all the other variables cancel out.
adding an exonuclease would be an interesting alteration. in vivo TdT works against exonuclease activity to produce short oligo additions maybe you can get past the 36% yield limit that way.
The TdT thus bound is still only non covalently bound to the DNA though. Even if an extreem PH solvent capable of removing it can't be found a sufficiently hot solvent will denature the protien alowing it to unbind but leaving the DNA intact.