As some of you know, I've been designing my first real layout (almost to the point now where I'm spinning in circles with minor changes
). Against most advice, it's a looping 12x6 layout to be built in 3 sections (one 6x2 and two 6x5). I use XTrakCAD and initially did the design using Bachmann E-Z Track. Recently I converted it to Atlas Standard Track (Code 80?). When I got to the staging yard, I encountered some problems figuring out how best to convert things. I found the options offered by Atlas to be somewhat overwhelming.
Recently, a 2008 poll about brands of turnouts popped up as "new". Reading through it, I got curious about a few things. So, I did some testing in XTrakCAD comparing the various combinations of turnouts/tracks and put together the attached chart. It shows various combinations using Bachmann's E-Z Track (EZ) with 11.25" radius and Atlas's Standard Track (Atlas) with 11" radius. EZ only has the one turnout whereas Atlas has both a #4 and a #6.
Crossover
The first thing I noticed (bottom left of chart) was the difference in real estate needed to form a crossover. Suffice it to say, I found I could fit an Atlas 2-level crossover in less space than EZ needed for a single-level. The question the chart doesn't answer is two-fold:
- Are the Atlas crossovers far enough apart so that trains will not sideswipe each other as they pass when not using the crossover?
- Even though it doesn't look very visible, is the resulting "S" curve likely to cause problems if I use #4's? #6's?
- I know the recommendation will be to use #6's wherever I can, but I'd like to know if #4's will work?
Diverging Angles
I don't know the correct term, but the next thing I noticed (bottom right) was the "diverging" angles formed by curve and straight tracks coming off the turnouts. As you can see, I can duplicate the EZ curve using Atlas #4, but the straight part of the spur starts an inch or so further down the line. That means more EZ spurs will fit on a shorter line, but Atlas has more options when it comes to configuring yards and they will look more realistic. Of course that is subjective, but I couldn't believe the difference, 9 branches with EZ, 14 with Atlas. Plus, the TT area was much improved with Atlas.
BTW, this is not an indictment of Bachmann's E-Z Track. It's simply my view of what I found during designing/testing. I don't regret buying my Bachmann set at all, but I feel I can do more for my layout using Atlas. The biggest advantage for me will be the option to use FlexTrack along with the Atlas track.
Spurs
The next thing I noticed (center) was the difference in space needed for spurs coming off the main. I chose 90-degree spurs because they use the least amount of space. You can see that I was able to match the EZ using Atlas #4, but Atlas does need a bit more space. This is generally not a big deal though because spur spacing is usually dictated by structure locations. However, you'll also see that I could not configure Atlas #6 spurs to match the others. I think this is because the 9 3/4" and 11" curved tracks in the XTrakCAD parameter I'm using appear to be the same radii. I think they are both 11" because they pretty much match the EZ 11.25" curves when I compare the full layouts. I assume the last group of 4 spurs would form 90 degrees if the 9 3/4" radius were correct. Even so, you can see the #6's need that much more space.
Passing Sidings
The last thing I noticed (top) was the real estate needed to form passing sidings. Again, the EZ needed the most space between passing lines while Atlas #4 provided the same option for passing length and the Atlas #6 could shorten it just a bit in tight spaces because it has a longer lead into the turnout. As with the spur, I think the incorrect curve radius keeps me from finding a combination of curved/straight tracks that will work to even configure a passing siding, that's why the passing track is not connected.
One final thing. I plan to go through the same process using the Atlas Code 55 parameter and #5/#7 turnouts just to satisfy my curiosity before I decide to buy some track to test portions of my design and then start the benchwork.
So, what does all this mean? Probably not much to any of you, but it meant a lot to me when trying to decide whether or not to switch to Atlas (or something similar) and give up on Bachmann's E-Z Track system. So, unless the crossovers need more spacing to avoid the possibility of sideswiping, I can't see any reason not to switch to Atlas. All I need to make the final decision is confirmation that I can just butt the 2 turnouts up to each other to form a crossover and go from there without having to worry about sideswiping. If someone can confirm that, I can move along with my design.

Recently, a 2008 poll about brands of turnouts popped up as "new". Reading through it, I got curious about a few things. So, I did some testing in XTrakCAD comparing the various combinations of turnouts/tracks and put together the attached chart. It shows various combinations using Bachmann's E-Z Track (EZ) with 11.25" radius and Atlas's Standard Track (Atlas) with 11" radius. EZ only has the one turnout whereas Atlas has both a #4 and a #6.
Crossover
The first thing I noticed (bottom left of chart) was the difference in real estate needed to form a crossover. Suffice it to say, I found I could fit an Atlas 2-level crossover in less space than EZ needed for a single-level. The question the chart doesn't answer is two-fold:
- Are the Atlas crossovers far enough apart so that trains will not sideswipe each other as they pass when not using the crossover?
- Even though it doesn't look very visible, is the resulting "S" curve likely to cause problems if I use #4's? #6's?
- I know the recommendation will be to use #6's wherever I can, but I'd like to know if #4's will work?
Diverging Angles
I don't know the correct term, but the next thing I noticed (bottom right) was the "diverging" angles formed by curve and straight tracks coming off the turnouts. As you can see, I can duplicate the EZ curve using Atlas #4, but the straight part of the spur starts an inch or so further down the line. That means more EZ spurs will fit on a shorter line, but Atlas has more options when it comes to configuring yards and they will look more realistic. Of course that is subjective, but I couldn't believe the difference, 9 branches with EZ, 14 with Atlas. Plus, the TT area was much improved with Atlas.
BTW, this is not an indictment of Bachmann's E-Z Track. It's simply my view of what I found during designing/testing. I don't regret buying my Bachmann set at all, but I feel I can do more for my layout using Atlas. The biggest advantage for me will be the option to use FlexTrack along with the Atlas track.
Spurs
The next thing I noticed (center) was the difference in space needed for spurs coming off the main. I chose 90-degree spurs because they use the least amount of space. You can see that I was able to match the EZ using Atlas #4, but Atlas does need a bit more space. This is generally not a big deal though because spur spacing is usually dictated by structure locations. However, you'll also see that I could not configure Atlas #6 spurs to match the others. I think this is because the 9 3/4" and 11" curved tracks in the XTrakCAD parameter I'm using appear to be the same radii. I think they are both 11" because they pretty much match the EZ 11.25" curves when I compare the full layouts. I assume the last group of 4 spurs would form 90 degrees if the 9 3/4" radius were correct. Even so, you can see the #6's need that much more space.
Passing Sidings
The last thing I noticed (top) was the real estate needed to form passing sidings. Again, the EZ needed the most space between passing lines while Atlas #4 provided the same option for passing length and the Atlas #6 could shorten it just a bit in tight spaces because it has a longer lead into the turnout. As with the spur, I think the incorrect curve radius keeps me from finding a combination of curved/straight tracks that will work to even configure a passing siding, that's why the passing track is not connected.
One final thing. I plan to go through the same process using the Atlas Code 55 parameter and #5/#7 turnouts just to satisfy my curiosity before I decide to buy some track to test portions of my design and then start the benchwork.
So, what does all this mean? Probably not much to any of you, but it meant a lot to me when trying to decide whether or not to switch to Atlas (or something similar) and give up on Bachmann's E-Z Track system. So, unless the crossovers need more spacing to avoid the possibility of sideswiping, I can't see any reason not to switch to Atlas. All I need to make the final decision is confirmation that I can just butt the 2 turnouts up to each other to form a crossover and go from there without having to worry about sideswiping. If someone can confirm that, I can move along with my design.
