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"HONGZ" stands for HO scale, N scale, G scale, and Z scale.

Post your non-O scale stuff here!

AGHRMatt posted:

Nice work, Joe. Noticed what looked like chase lights.

Yeap! 2

I will search for more active pins (maybe rear ditch lights?) Front markers don't work? I'm not using them anyways. That maybe something?

I need to see what my O scale Evo is connected to. I believe it would take three flashing in sequence to fool our eyes. I only see two active right now.

I will try to connect them to SMD LEDs.

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Last edited by Engineer-Joe

There was a comment about a post where I was getting help on my charging lights. It made me aware that I hadn't updated this post on where this build is at. So I will add a link to that helpful post for anyone following along that missed it. Thanks goes out again to Stan and GRJ for their help.

https://ogrforum.ogaugerr.com/topic/micro-leds?page=3

Basically, here it is again. The video of the lights just hanging there for a test.

I will mount the lights permanently and repost when I have something better to add.

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Last edited by Engineer-Joe

I didn't realize how much time has passed since I worked on this engine. Many things popped up that had to be done. Nice weather needs to be taken advantage of before the winter sets in. I finally made it downstairs to do some more work on this. I spent extra time trying to get some bad castings to work with the metal screens. I should have just made new ones from scratch.

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WOW. Where does the time go? I see this engine in the corner of my eye laying around. I never work on it. Other things keep me busy until I finally realize how long it's been lying here waiting. Some of the side panels (doors actually) have mesh grilles that have kept me from attempting to make them. I have the material and have done it before. I just have to push past the initial fear and dive back into it. It would be better to make something that needs tweaking, than to do nothing at all.

 I just noticed many of my outside lights aren't working and the mulch needs spreading so maybe soon after I'll be back.

I have been avoiding the next steps..... the pilot steps for some time. I can do angles, I just hate the math. Usually I wing it and get things close enough. These modern GE's have 6 steps and the older MTH Dash 8 version only had five. I was going to just go with five but there's other details on the pilots that I'd like to model.

 So.... here I go. I figure that the six steps have a run that equals about 20 degrees from vertical. Sounded simple enough to model except that the pilot is not a square or even a rectangular box. It has sides that are at angles too. To make matters worse I believe the front pilot is different from the rear. I maybe wrong about that but I already cut the frame and have to custom build each pilot to match.

 The front pilot is where I'm starting and the cab side of the pilot has an angle cut into it at 27 degrees roughly from the side of the steps. The steps appear to be mounted to side steel pieces like a modular unit that gets welded in?

So what angle are the steps rise changed to when the side is not a right angle? My brain fried and it probably is not that difficult to calculate????

If I can't figure it out mathematically I'll have to build a template and fudge it together.

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Joe,

You can figure it out with trig if you want to use the math method. Or do it graphically by drawing it out.

Presuming that all step nosing lands on the same line, start with the horizontal distance from the top step nose to the bottom step nose, along the straight side of the stepwell.  This distance would represent the adjacent side in the cosine trig function.

So....COS(27) = adjacent ÷ hypotenuse....or rewritten,  hypotenuse = adjacent ÷ COS(27).

The result of this equation would then be used as the opposite side length in a tangent function, with the adjacent side equal to the height from top step to bottom step.  So....

TAN(x) = opposite ÷ adjacent, so TAN(x) = result of the previous cosine function ÷ top to bottom step height.

I hope that all makes sense. I'm not at home now so can't add any graphics to demonstrate the relationships but you could look them up if so desired.

You can also use the results of the initial cosine function to figure the relative lengths of the front and rear edge of each step tread.  Just add that amount to the length of any step's rear edge to yield the length of the corresponding front edge.

Lastly, you'll obviously need to substitute the different angles and lengths for the rear steps.

Good luck!

Jim

Yeah... ah... thanks!

Well, I have to stretch my brain way back to high school trig days. I used to be a math major. Something happened …. (life) and I seem to forget most of this stuff. I started taking calculous in high school (early) and when I got to go back to college like 11 years later, I did not prepare. So the college entrance exam left me knowing all that I don't remember!   and humbled.

 Now add a few more decades to that and I can't even follow the equation properly. Maybe I'll just draw it out......

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