I've got a Shengshou 7x7x7. I wondered what would happen if I changed the springs. The SpeedCubeShop sells spring kits for Dayan and Alpha (Type A), for only $1.25 each so naturally I ordered a set to see what would happen.
So I've got three different sets of screws to mess around with and three different springs.
--------------------- Screws -------------------------
All three systems use the same diameter and screw thread. My calipers give an outer thread diameter of 0.114" and a screw pitch of .020" so I conclude that these are metric M3x0.5 http://www.engineersedge.com/iso_phi...head_screw.htm
The lengths of the screws, and the length of threads differ:
Shengshou 7x7x7: 0.860" (22mm), threaded 0.360" (9mm)
Dayan: 0.789" (20mm) threaded 0.323" (8mm)
Alpha (A) 0.767" (19.5mm) threaded 0.288" (7mm)
In each of these the threading doesn't begin until around 2mm from the end. I'm not sure that that's a necessary feature of the design. My suspicion is that these are cheaper than the standard Philips head M3x0.5 which sell for around $12 per 100 at McMaster Carr (click "metric" and then your choice of head"): http://www.mcmaster.com/#machine-scr...teners/=i3jawb
--------------------- Springs -------------------------
The springs are "closed ends". The springs have outer diameter, wire diameter and lengths of:
Shengshou 7x7x7: outer: 0.178" (4.5mm), wire: 0.026" (0.66mm), length: 0.614" (15.6mm)
Dayan: outer: 0.181" (4.6mm), wire: 0.024" (0.61mm), length: 0.395" (10mm)
Alpha (A): 0.179" (4.5mm), wire: 0.025" (0.63mm), length: 0.422" (10.7mm)
McMaster Carr has similar springs such as the 0.18"x0.024"x0.5" item# 9657K267. I didn't measure the "rate" (physicists call it the "spring constant") which McMaster Carr gives in pounds per inch for the inch type springs and, amusingly, pounds per mm for the metric springs. Anyway, I didn't measure the rate for these three springs, but if there's any real interest I could do it easily enough. Now that I think of it, I can also measure the frictional coefficient between different plastics.
McMaster Carr's metric springs have a minimum diameter of 5.5mm which would fit in my Guhong version 1 (which has an inner plastic sleeve diameter of 6mm) but it won't go in my Shengshou 7x7x7 with its sleeve diameter of 5mm. These metric springs are closed and "ground flat" and might make a nice upgrade for a Guhong (and probably other 3x3x3s), as the ground flat would presumably give more consistent resistance. No way it would make any difference for me.
--------------------- Design -------------------------
In choosing a spring / screw there are three considerations (in addition to the mechanical size requirements):
(1) Spring length
(2) Screw length
(3) Spring "rate" or "spring constant" or stiffness.
(4) How far the screw is screwed into the spider.
These choices effect the cube's friction, popping, locking, and corner cutting so they are very important. By making changes in these things we can change three things:
(a) How much force is on the spring when the cube is resting.
(b) How much play (separation) there is in the cube when the springs are fully compressed.
(c) How much force is on the spring when the spring is fully compressed.
Maybe a drawing will help. This shows the force on the spring as the cube is pulled apart:
spring.png
--------------------- Example -------------------------
I tried the Dayan and Alpha springs in my Shengshou 7x7x7. The Dayan springs are so short that they are not in compression even when the screws are all the way in. This makes the cube exceedingly loose, but with very low friction. I set it up with very little play so it's impossible to pop.
Next I tried the Alpha springs. They're a little longer and so there is a very slight force when the screws are nearly all the way in. I solved it with no great difficulty, but it's inferior to the standard springs in that it has so little play. If I adjust the springs for more play, the result is a very loose puzzle. This seems to make it easier to lock.
So to try these other springs, I will have to effectively lengthen them by adding washers.



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