A good idea Sol. Makes following the route very easy from a glance. On two way points, you could set bi colour LEDs into ground signals and they could switch between red and green depending on how the points are set using the change in polarity. Looks good anyway.
Ah !!!....now I get it.......I went to Charde first.... Nice work Ron......the LED`s in the track is unusual but I can see they must be very practical. I think that system would help my Grandsons to understand the status of points.......oh and probably myself as well... http://www.clickGormo
A couple of photos just to show that I am still alive... Flour mill with Carpet Company in the front. Upper lever road entrance for Marabost passengers via the footbridge The curved track in the front is on the lift up into the layout room.
Phew.., just as well ! I thought you may have joined Toto in Cyprus wearing mankinis... Is the large tank a new addition ?? Cheers, Gary.
No Gary, haven't joined Toto ! I've been spending a lot of time on timetables & Train Orders & such like for the operating sessions. The tank has been there for a while but not sure how long.
Spare bedroom here Sol. The temperature is just fine and the beers are flowing freely. Admittedly .... no railways but hey .... for two weeks I'm sure you could handle the withdrawal symptoms.
After many months just sitting, I finally finished the station building - but not to the same standard as Gormo and yes, leaning chimney pots have been rectified..
Fantastic ..... Very Nice indeed. Some shots of the other elevations would be good. Thanks for posting it up Sol.
Following on from Gormo's video on Scheduling, It got me motivated to attempt to explain what happens on the D&S. In the distant past, I too used scheduling without any reference to times and having fixed locations for wagons on each train schedule as per this 5x8" card 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 SD = Set down ; PU = Pickup it got remembered and offered no "challenge" so two things happened- individual wagon cards with changeable locations and timings So now I will firstly talk about individual wagon cards - after I have got some photos and performed some household duties.... ( so talk amongst yourselves for awhile )
I should have also said that when that train comes back from Durston Track H, all wagons went back to where they got picked up from and set down to. It got to the stage that some of crew knew exactly what went where and from where based on the loco that came out of storage tracks so a variable process was required. Wagon Cards = all done using Excel Top row is the actual card per wagon next row is where the wagon will go = this slips into a pocket on the wagon card bottom row is where the wagon will be found in the station, to be picked up = slips into the pocket as well This is how they look for the operator so we have individual cards that make up trains and these can and do move all over the layout. More to come....
Now before I continue on with scheduling, etc this is the layout as it is in reality and this is it theoretically from this I developed a schedule of what goods trains run & when - refer to the attached PDF Goods train start with G and related passenger that use the same storage tracks start with P. Attached files Services 001.pdf
With that sequence, I developed a timetable, 12 operating sessions per week and put it on to graph - one per session - extract as below stations & storage on LHS; letter like A, B etc are the storage tracks so I know as Dispatcher what track to set; G15, P2 are train order codes; Red lines means driven by Watchit Op; Green dotted by Charde: Blue by Marabost; black dotted shunting by Tawnton. Times are all worked around a computer clock at 5:1 http://www.dotric.com.au/automation/fastclock.htm
Next step - Train Orders - all generated in Excel and here are 2 Orders A goods service and a passenger . The Goods Order will have all the wagons cards clipped to it and at the end on each Op session, I have to go and change location and pickup cards on all wagons that have been shunted or sent to storage. Plus reverse loco and brake van on all stored trains - usually a 4 hour process. I normally have 5 crew plus myself - one at each terminal & 2 at Tawnton and after 2 sessions at the same location, they get moved around. One more bit of info to go...