I wonder if anybody on this group can help me with this?
I want to find bigger alder seeds and breed from them to produce even bigger alder sees. You can get huge numbers from a tree, The Forestry commission breeds from the best 1 in 400 000 trees and that's the sort of numbers I want to go through. I want a mechanised way of doing at least some of that sorting. The seeds are all the same colour and very difficult to sort by eye, and they vary in thickness. I want seeds which are heavier = thicker, so it seems best to sort by falling speed in air.
In a room 3 M high I have put alder seeds into a teaspoon and tipped it. This removes the doubt as to whether the seeds fell immediately I opened my grip or whether they were stuck onto my finger. I had a big sheet of paper on floor and the seeds make a tap noise when they hit that paper. I time the time from tipping the teaspoon to the sound of the seeds hitting the paper. It was just over 1 second, so a falling speed of 3M/second. Obviously not a very exact measurement, but it can't be too far out.
(I have bought fans from R S Components which, as rated, can produce airspeeds of 10M/sec though a crossesection of 7 cm x 7 cm, but I am not sure R S Components's ratings are correct)
These are "standard" seeds. I want to search for bigger seeds with a faster falling speed.
I want this winnower to be portable, so that if I find a tree which has bigger seeds, I can look for more from that tree and not waste time on trees which produce small seeds. The idea that I am toying with at the moment is this:-
There will be a fan at the top, pulling air up and OUT. The small discards will be blown through it.
Below that will be square-sided upside-down pyramid of perspex so that I can see what is going on inside. There will also be a chute for putting the seeds to be tested in. Airflow will be inwards, so no problem about that.
The pyramid will taper down to the sorting zone, where falling speed will be tested. This will be parallel-sided. This is the point that I want advice about.
Can the airflow be laminar? The depends on the width of the sorting section and Reynold's number. I am not used to calculations involving Reynold's number and I couldn't trust my answer. How wide does it have to be for an airflow of 3M/sec to be laminar? Help please!
The answer must be either that the width is reasonable (it is something I can carry round with me) or it is not.
- The flow can be laminar at a reasonable width. But is this desirable? Doesn't it mean that a seed with a falling speed of about
But to take the simplest view, I will have a short length of sorting section, with a taper leading into it, and well below it a catching bowl to catch the bigger seeds that have fallen through. (I can go out seed-collecting in moderate winds). Or else I can use 1mm wire mesh (cut from the bottom of a kitchen strainer) to catch the seeds at the bottom of the sorting section. Like this :-
Cone and Fan \ / \ / | | | Sorting | | section | | | | | | | | | / \ / \ / \ / \ Air-smoothing entry cone.
| | |_________________| Catching bowl
- The flow cannot be laminar at a reasonable width. This does at least mean that the airspeed will be constant, though turbulent, right across the width. But how can I get a reasonably sharp cut-off? (I say "REASONABLY sharp cut-off" because in practice, to be sure I am not eliminating seeds that would be useful to me, I will adjust the airspeed to allow through a small number of the upper end of the "normal distribution". Does it help to make the sorting section longer so that seeds are bounced up and down and tested many times?
So, help, comments, answers, redirection to a site where they KNOW about these things - all would be welcome.
Michael Bell