i feel that my posts might have been somewhat inaccessible to you guys...
so i hope that i can clear some things up, and try to do a post that's slightly more enjoyable to read
consider this diagram:
what you have is a round thing rolling betwen 2 flat surfaces... the surfaces continue on and on to the left and to the right....
now, those surfaces are moving... the upper , orange surface is moving in the opposite direction to the lower, purple surface... kind of like, rolling something between the palm of your hands
if the speed at which the surfaces move are exactly equal, but still travelling in opposite directions, the round blue thing will be rolling, but it will not be moving left or right
now, pretend that one of the surfaces has stopped moving... the blue thing will be rolled along at half the speed at which the surface is moving, in the same direction as the moving surface
if one of the surfaces is moving slower, but not stopped, it will be as if its somewhere between moving at equal speed and being stopped... as in, the blue thing will be moving, but it will not be as fast as when one of the surfaces has stopped moving in the opposite direction
mathematically, the blue round thing will be moving at the average of the velocities of the surfaces... velocities as in saying something like if it moves to the right, you add, if it moves to the left, you subtract....
now , imagine that the horizontal-ness of the diagram is wrapped into a circle... so the 2 flat surfaces will become circles, one inside the other, and instead of moving left or right, they will be rotating clockwise or counterclockwise ...
so the outer circle will be rotating in the opposite direction from the inner circle... the blue round thing will still be rolling between the circles which the purple and orange surfaces have become, and its speed will still be the average of the speeds of the 2 circles...
the speed is not to be confused with rotation rate.... rotation rate multiplied by the size of the circle equals the speed... a big circle rotating slowly has the same speed as a small circle rotating quickly
its the same thing as the speeds of the flat surfaces, except simply moving in a circle rather than a straight line...
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and if you've understood everything i've typed above, you will have understood how epicyclic gears work, and that is the gist of what i have been posting about all this time ... inner circle is called the
Sun, the outer circle is called the
Annulus, and the blue round thing is the
Planet Gear ...
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so by having the Annulus and Sun rotate at different speeds, the Planet Gear will move in a circle, in the space between the Annulus and Sun gears ... it will move in the direction of whichever gear is spinning faster, at the average of the speeds of the gears, just like if it had been rolling between two flat surfaces...
if the Planet Gear is held by something, its movement can be harnessed... this is what the
Planet Carrier is for, and it is what actually causes the tracked vehicle using my transmission to move
now, consider this diagram
its a picture i posted in the last page, but edited...
the colour scheme is the same, and it would make complete sense if you have been following what i've been typing....
so you have the
Sun Gear analogous to the lower surface, the
Annulus analogous to the upper surface, and the
Planet Gears... the yellow circle is the CVT , and the thick black line is the chain
because of the chain, the speed of the Annulus is equal to that of the CVT ... its rotation rate will be lower because of its bigger size, but that doesnt matter...
can you see now, if the Sun Gear turns at a constant speed, you can control the speed of the green brackety Planet Carrier by controlling the CVT? as well as making it stop and turn in both directions...