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Difference between revisions of "User:Hussell/ClockRepeater"

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(600 step repeater)
(daily repeater experiment)
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600 step repeater. One way to initialize it is by putting 1 water on the red, blue, and cyan plates, then a 2nd water on the red and cyan plates, and finally a 2nd water on the blue plate.
+
600 step repeater:
 
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 +
One way to initialize it is by putting 1 water on the red, blue, and cyan plates, then a 2nd water on the red and cyan plates, and finally a 2nd water on the blue plate.
  
  
 
Now I just need to figure out how to halve the frequency of a repeater without doubling the number of components, and I'll be able to build a perfectly precise dwarven clock.
 
Now I just need to figure out how to halve the frequency of a repeater without doubling the number of components, and I'll be able to build a perfectly precise dwarven clock.
 +
 +
Experiment in progress:
 +
{|
 +
|-
 +
|Z-level +1
 +
|Z-level 0
 +
|Z-level -1
 +
|-
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{000}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{000}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|%|#0F0}}
 +
|{{888}}
 +
|{{RTC|>}}
 +
|{{888}}
 +
|{{RT0|%|#0F0}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|%|#080}}
 +
|{{RT0|*|#FF0}}
 +
|{{RTC|*}}
 +
|{{RT0|*|#F00}}
 +
|{{RT0|%|#080}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{000}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{000}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|^|#F0F}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|^|#FF0}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|%|#080}}
 +
|{{RTC|┼}}
 +
|{{RTC|X}}
 +
|{{RTC|┼}}
 +
|{{RT0|%|#080}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|%|#0F0}}
 +
|{{RT0|*|#00F}}
 +
|{{RTC|*}}
 +
|{{RT0|*|#0F0}}
 +
|{{RT0|%|#0F0}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{000}}
 +
|{{888}}
 +
|{{RT0|║|#880}}
 +
|{{888}}
 +
|{{000}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|║|#880}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
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|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RTC|<}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{RTC|┼}}
 +
|{{888}}
 +
|{{RTC|┼}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|^|#0FF}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|^|#00F}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|-
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{000}}
 +
|{{RT0|%|#080}}
 +
|{{RT0|%|#0F0}}
 +
|{{000}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|*|#F0F}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{RTC|*}}
 +
|{{RTC|>}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{000}}
 +
|{{RT0|%|#0F0}}
 +
|{{RT0|%|#080}}
 +
|{{RT0|^|#0F0}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|*|#0FF}}
 +
|{{RTC|┼}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{RTC|*}}
 +
|{{RTC|X}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|║|#880}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|^|#F00}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{RTC|┼}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RTC|<}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|-
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{000}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{000}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|%|#0F0}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|%|#0F0}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|%|#080}}
 +
|{{RT0|*|#F80}}
 +
|{{RTC|>}}
 +
|{{RT0|*|#80F}}
 +
|{{RT0|%|#080}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{000}}
 +
|{{RTC|*}}
 +
|{{888}}
 +
|{{RTC|*}}
 +
|{{000}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|^|#880}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|^|#F80}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|%|#080}}
 +
|{{RTC|┼}}
 +
|{{888}}
 +
|{{RTC|┼}}
 +
|{{RT0|%|#080}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|%|#0F0}}
 +
|{{RT0|*|#08F}}
 +
|{{RTC|X}}
 +
|{{RT0|*|#880}}
 +
|{{RT0|%|#0F0}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{000}}
 +
|{{RT0|*|#F00}}
 +
|{{RTC|*}}
 +
|{{RT0|*|#0F0}}
 +
|{{000}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|║|#880}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|
 +
{| style="border-spacing: 0; background-color: #888"
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{RTC|┼}}
 +
|{{RTC|<}}
 +
|{{RTC|┼}}
 +
|{{888}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{RT0|^|#80F}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{RT0|^|#08F}}
 +
|{{888}}
 +
|-
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|{{888}}
 +
|}
 +
|}
 +
The first two rows together form a 600 step repeater. The signal from the second row is fed into the third row, which, in theory, should act as a period doubler, making a 1200 step (daily?) repeater. If this system works, it may be possible to make a monthly repeater with about twice as many components as this. Without a period doubler, a monthly repeater of this type would require 28 times as many components as a daily repeater.

Revision as of 14:01, 30 November 2009

Credit for inspiration from MrFake, in An Advanced Repeater.

Z-level +1 Z-level 0 Z-level -1
█ █ █ █ █ █
█ █ % % █ █
█ █ * █ █ █
█ > * █ █ █
█ █ █ █ █ █
█ █ █ █ █ █
█ █ % % ^ █
█ █ * ┼ █ █
█ X * █ █ █
█ █ ║ █ █ █
█ █ █ █ █ █
█ ^ █ █ █ █
█ ┼ █ █ █ █
█ < █ █ █ █
█ █ █ █ █ █

^ and ^ are both 1-7 water plates linked to the gears of the same color. This time I've planned the necessary access doors and stairwells ahead of time instead of adding them haphazardly. Build order: upper pump, lower pump, gears, pressure plates.

The green pressure plate produces an OPEN signal exactly once every 200 steps (once 2 water have been put into the system). Tested and confirmed. Hopefully the base component in a dwarven clock that doesn't drift over time.

Using the same principles one can construct a repeater which produces a signal on any multiple of 200. The following is a tested design for a 400 step repeater:

Z-level +1 Z-level 0 Z-level -1
█ █ █ █ █ █
█ █ % % █ █
█ █ * █ █ █
█ > * █ █ █
█ █ █ █ █ █
█ █ █ █ █ █
█ █ % % ^ █
█ █ * ┼ █ █
█ X * █ █ █
█ █ ║ █ █ █
█ █ █ █ █ █
█ ^ █ █ █ █
█ ┼ █ █ █ █
█ < █ █ █ █
█ █ █ █ █ █
Z-level +1 Z-level 0 Z-level -1
█ █ █ █ █ █
█ █ % % █ █
█ █ * █ █ █
█ > * █ █ █
█ █ █ █ █ █
█ █ █ █ █ █
█ █ % % ^ █
█ █ * ┼ █ █
█ X * █ █ █
█ █ ║ █ █ █
█ █ █ █ █ █
█ ^ █ █ █ █
█ ┼ █ █ █ █
█ < █ █ █ █
█ █ █ █ █ █


A compact version, sharing some power transmission gears:

Z-level +1 Z-level 0 Z-level -1
█ █ █ █ █ █ █
█ █ █ █ █ █ █
█ % █ > █ % █
█ % * * * % █
█ █ █ █ █ █ █
█ █ █ █ █ █ █
█ █ █ █ █ █ █
█ ^ █ █ █ ^ █
█ % ┼ X ┼ % █
█ % * * * % █
█ █ █ ║ █ █ █
█ █ █ ║ █ █ █
█ █ █ █ █ █ █
█ █ █ █ █ █ █
█ █ █ < █ █ █
█ █ ┼ █ ┼ █ █
█ ^ █ █ █ ^ █
█ █ █ █ █ █ █


600 step repeater:

Z-level +1 Z-level 0 Z-level -1
█ █ █ █ █ █
█ █ % % █ █
█ █ * █ █ █
█ █ * > █ █
█ █ █ █ █ █
█ █ █ █ █ █
█ █ % % ^ █
█ █ * ┼ █ █
█ █ * X █ █
█ █ ║ █ █ █
█ █ █ █ █ █
█ ^ █ █ █ █
█ █ ┼ █ █ █
█ █ █ < █ █
█ █ █ █ █ █
█ █ █ █ █ █
█ █ % % █ █
█ █ * █ █ █
█ █ * > █ █
█ █ █ █ █ █
█ █ █ █ █ █
█ █ % % ^ █
█ █ * ┼ █ █
█ █ * X █ █
█ █ ║ █ █ █
█ █ █ █ █ █
█ ^ █ █ █ █
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One way to initialize it is by putting 1 water on the red, blue, and cyan plates, then a 2nd water on the red and cyan plates, and finally a 2nd water on the blue plate.


Now I just need to figure out how to halve the frequency of a repeater without doubling the number of components, and I'll be able to build a perfectly precise dwarven clock.

Experiment in progress:

Z-level +1 Z-level 0 Z-level -1
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The first two rows together form a 600 step repeater. The signal from the second row is fed into the third row, which, in theory, should act as a period doubler, making a 1200 step (daily?) repeater. If this system works, it may be possible to make a monthly repeater with about twice as many components as this. Without a period doubler, a monthly repeater of this type would require 28 times as many components as a daily repeater.

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