Did you ever manage to fix your issues? Your posts have been really helpful for making platforms but i've still been struggling to get to Aquilo and was wondering if you wouldn't mind sharing yours so I can understand how it works from someone smarter than me haha. ThanksMBas wrote: Fri Nov 01, 2024 4:27 pmThere are couple of issues i need to fix first before I public something like that. I dont like sharing something which is not doneT-nm wrote: Thu Oct 31, 2024 5:47 pm Interesting mechanics used there, do you mind sharing your bp of this ship?
Neuclear support should have 2 steam tanks, not one. So one fuel is consumed into steam and much less is lost during coooling.
Fuel consumption control for thrusters in Space Age
This board is to show, discuss and archive useful combinator- and logic-creations.
Smart triggering, counters and sensors, useful circuitry, switching as an art , computers.
Please provide if possible always a blueprint of your creation.
Smart triggering, counters and sensors, useful circuitry, switching as an art , computers.
Please provide if possible always a blueprint of your creation.
Re: Fuel consumption control for thrusters in Space Age
Re: Fuel consumption control for thrusters in Space Age
This ship should get you to Aquillo (I can't be 100% sure because it was many game hours ago but I think it is the correct Blueprint)
It doesn't use the fuel regulation system.
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
It doesn't use the fuel regulation system.
Re: Fuel consumption control for thrusters in Space Age
This ship DOES use fuel regulation, a much later version of the previous ship
It makes it's own ammo and is pretty much self sufficient with the exception of the nuclear power cannisters needed.
It is still a bit of a work in progress.
NOTE: May contain spoilers of course.
It can get to Aquilo and back with no problem at all. It does use technologies from Aquillo tho.
It makes it's own ammo and is pretty much self sufficient with the exception of the nuclear power cannisters needed.
It is still a bit of a work in progress.
NOTE: May contain spoilers of course.
It can get to Aquilo and back with no problem at all. It does use technologies from Aquillo tho.
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Re: Fuel consumption control for thrusters in Space Age
Post by SuicideJunkie »
I've just been using an extra tank and pumping when fluid < 180 (adjusted by constant for convenience).
The engines fill while the ship is idle so they get a hearty jump start on any transits, and then quickly ramp back to the natural flow restriction of the 180/25000 fluid level.
The engines fill while the ship is idle so they get a hearty jump start on any transits, and then quickly ramp back to the natural flow restriction of the 180/25000 fluid level.
Re: Fuel consumption control for thrusters in Space Age
It took me a while to actually understand how the original BP from MBas works. It's pretty cool, I think it was pretty clever to only limit half of engines per respective fluid to save some space, I didn't think about it myself at all. In the process I came up with my own implementation that achieves the same result and with the same amount of combinators. Posting it here in case someone is interested and finds it easier to follow the logic inside.
The input parameters are basically the same.
Also requires the green wire connection from the hub to any of the top 2 combinator inputs and having "moving from" and "moving to" checked. Has the same issue with the initial start.
The input parameters are basically the same.
Also requires the green wire connection from the hub to any of the top 2 combinator inputs and having "moving from" and "moving to" checked. Has the same issue with the initial start.
Layout
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Last edited by bohant on Wed Dec 25, 2024 3:22 am, edited 1 time in total.
Re: Fuel consumption control for thrusters in Space Age
Hello,
tnx for this awesome design. I have a few questions on how to apply it properly to my platform. The platform in the screenshot has 5 stacks of 14 legendary engines, and I'm lost on what defines as a "engine wing" in this case?
Fuel is provided by 8 + 8 leg. pumps (7 is needed, but just in case) with total pumping speed of 24k/s per component. Due to the extreme length of the ship, I also require another set of pumps (4 + 4) between 3rd and 4th stack of engines, but this shouldn't mess with flow rate or?
So far, my best attempt at getting linear response in pumping speed from changing value C is to set E at 7 and actual pump. speed will be 3 times the value of signal C. (Is the correct value for E, roughly 2,3 ?) Is this the best way considering my setup or am I doing something horribly wrong?
[img][/427520_285.jpg]
tnx for this awesome design. I have a few questions on how to apply it properly to my platform. The platform in the screenshot has 5 stacks of 14 legendary engines, and I'm lost on what defines as a "engine wing" in this case?
Fuel is provided by 8 + 8 leg. pumps (7 is needed, but just in case) with total pumping speed of 24k/s per component. Due to the extreme length of the ship, I also require another set of pumps (4 + 4) between 3rd and 4th stack of engines, but this shouldn't mess with flow rate or?
So far, my best attempt at getting linear response in pumping speed from changing value C is to set E at 7 and actual pump. speed will be 3 times the value of signal C. (Is the correct value for E, roughly 2,3 ?) Is this the best way considering my setup or am I doing something horribly wrong?
[img][/427520_285.jpg]
- Attachments
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- 427520_285.jpg (602 KiB) Viewed 402 times
Re: Fuel consumption control for thrusters in Space Age
Thanks for this. Clever design!
Re: Fuel consumption control for thrusters in Space Age
Just another tested concept...
Speed: 275km/s
Weight: 925t
Trust: 1.4Gn
- изображение.png (2.89 MiB) Viewed 185 times
Weight: 925t
Trust: 1.4Gn
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HQegoCB0FoaMgdBSEjoLQURA6CkJHQegoCB0FoaMgdBSEjoLQURA6CkJHQegoCB0FoaMgdBCEDoLQQRA6CEIHQeggCB0EoYMgdBCEjoHQMRA6BkLHQOgYCB0DoWMgdAyEjoHQMRA6CEIHQeggCB0EoYMgdBCEDoLQQRA6CEIHQeggCB0EoYMgdBCEDoLQQRA6CEIHQeggCB0EoYMgdBCEDoLQQRA6CEIHQegoCF0FoasgdBWEroLQVRC6CkJXQegqCF0FoasgdBWEroLQVRC6CkJXQegqCF0FoasgdBWEroLQVRC6CkJXQegqCF0FoasgdBGELoLQRRC6CEIXQegiCF0EoWskco1ErpHINRK5RiLXSOQaiVwjkYskcpFELpLIRRK5SCIXSeQiiVwkkYskcpFELpLIRRK5SCIXSeQiiVwkkYskcpFELpLIRRK5SCIXSeQiiVwkkYskcpFErn6Mz1NTeWoqT03lqak8NZWnpvLUVJ6aylNTeWoqT03lqak8NZWnpvLUVJ6aylNTeWoqT03lqak8NZWnpvLUVJ6aylNTeWoqT03loak8NJWHpvLQVB6aykNTeWgqz0zlmak8M5VnpvLMVJ6ZyjNTeWYqD03loak8NJWHpvLQVB6aykNTeWgqD03loak8NJWHpvLQVB6aykNTeWgqD03loak8NJWHpvLQVB6aykNTeWgqD03loak8/CCbpyazajKrJrNqMqsms2oyqyazajKrJrNqMqsms2oyqyazajKrJrNqMqsms2oyqyazajKrJrNqMqsms2oyqyazajKrJrNqMosms2gyiyaz1uVrXb7W5Wtdvtjli12+2OWLXb7Y5Ytdvtjli12+2OWLXb7Y5Ytdvtjli12+2OWLXb7Y5Ytdvtjli12+2OWLXb7Y5Ytdvtjli12+2OWLXZ7fYJfDA0Yf0PqA0gekPiD0Ad/gA768EMADnj5AT2LqSUw9iaknMfUkpp7E1JOYehJDT2LoSQw9iaEnMfQkhp7E0JMYehJDT2LoSdSDqOcQjyEeQvzu+IfHv3v9t9fDp6dff/z0519fgPQVUF+C9T1A34T0XVDfhnUH6BDRJaRTTLegjlFdwzrHtQc0SLSINMm0CTVKvYq/HMDQLg/t8tAuD+3y0C4P7fLQLg/t8tAuD+3y0C4P7fLQLg/t8tAuD+3y0C4P7fLQLg/t8tAuD+3y0C4P7fLQLg/t8sA0C0yzwDQLTLPANAtMs8A0C0yzwDQLTLPANAtMs8A0C0yzwDQLTLPANAtMs8A0C0yzwDQLTLPANAtMs8A0C0yzwDQLTbPUNEtNs9Q0S02z1DRLTbPUNEtNs9Q0S02z1DRLTbPUNEtNs9Q0S02z1DRLTbPUNEtNs9Q0S02z1DRLTbPUNEtNs8Q0S0yzxDRLTLPENEtMs8Q0S0yzxDRLTLPENEtMs8Q0S0yzxDRLTLPENEtMs8Q0S0yzxDRLTLPENEtMs8Q0S0yzxDRLTbPSNCtNs9I0K02z0jQrTbPSNCtNs9I0K02z0jQrTbPSNCtNs9I0K02z0jQrTbPSNCtNs9I0K02z0jQr7ILCLijsgsIuKOyCwi4o7ILCLijsgsIuKOyCwi4o7ILCLijsgsIuKOyCwi4o7ILCLijsgsIuKOyCwi4o7YLWLmjtgtYuaO2C1i5o7YLWLmjtgtYuaO2C1i5o7YLWLmjtgtYuaO2C1i5o7YLWLmjtgtYuaO2C1i5o7ILGLmjsgsYuaOyCxi5o7ILGLmjsgsYuaOyCxi5o7ILGLmjsgsYuaOyCxi5o7ILGLmjsgsYuaOyCxi5o7YLRLhjtgtEuGO2C0S4Y7YLRLhjtgtEuGO2C0S4Y7YLRLhjtgtEuGO2C0S4Y7YLRLhjchIObcHATDm7CwU04uAkHN+HgJhzchIObcHATDm7CwU04uAkHN+HgJhzchIObcHATDm7C0U14dBMe3YRHN+HRTXh0Ex7dhEc34dFNeHQTHt2ERzfh0U14dBMe3YRHN+HRTXh0Ex7dhEc34cFNeHATHtyEBzfhwU14cBMe3IQHN+HBTXhwEx7chAc34cFNeHATHtyEBzfhwU14cBMe3IQHN+HRTXh1E17dhFc34dVNeHUTXt2EVzfh1U14dRNe3YRXN+HVTXh1E17dhFc34cU9cHEPXNwDF/fAxT1wcQ9c3AMX98DFPXBxD1zcAxf3wMU9cHEPXNwDF/fA1T3wdA883QNP98DTPfB0DzzdA0/3wNM98HQPPN0DT/fA0z3wdA883QNP9wDebpt4u23i7baJt9sm3m6beLtt4u22ibfbJt5um3i7beLttom32ybebpt4u23i7baJt9v627leTpt6OW3q5bSpl9OmXk6bejlt6uW0qZfTpl5Om3o5beKFaIkXoiVeiJZ4IVrihWiJF6IlXoiWeCFa4oVoiReiJV6Ixq+kpdeJlV4nVnqdWOl1YqXXiZVeJ1Z6nVjpdWKl14kVXmFReIVF4RUWhVdYFF5hUXiFReEVFoVXWBReYVF4hYW/kOn9C6X3L5Tev1B6/0Lhh/0Wfthv4Yf9Fn7Yb+GH/foZwo/E+h+//tuvv/rp84e//Pabvv/464e/f/rpr5+/+vqrj999/+Hjb//vT//46dPnX7/7+Idffvrhr999/ON///OHHz989+nzt7/zi7/8/OvHj7/3iz/8+LdffvvKf3/LP376259//vD529++3T8+fPrlP3+AObm9O1Pv1tY///kv7Kev8g==
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