OK, the last time we saw our heroes, they were hurtling towards certain death into the gnarly underbrush known as “the loop”. However, now that a video confirming their fates has been leaked, we’ll just cut to the chase and see how they managed to escape.
Sector 6, or what I’m calling “the loop”, was an exercise in sheer patience. The speeds through the slowest part of this section were in the 12-14mph range (that was our *good* runs!!!) If anything, this section drove home the point that if you’re going to make a mistake, don’t do it when you are going really slow!
A closer look at “the loop”:
Once again, you can see how lucky we got with the GPS maps for these 2 runs. The lines are a really good illustration of what happened out in the real world with one exception. If you’ve already studied the video in this area of the course, you should know what I’m talking about.
If you go back and look at the sector table, you’ll see that I gained ~.7 seconds on Carl in this section. We already know from the previous section that he is going faster when we enter this one and he will probably out-brake me, so is that little bit of extra distance he traveled at the bottom of the sector image that much of a killer? As usual with these things, yes and no!
Look back at the little circles in the sector image. At those respective points, Carl’s car is still braking hard trying to bleed off speed while I’ve just released the brakes and have initiated my turn-in. What is the significance of these points? Let’s look at the speed graph one last time.
Speed -vs- time graph for sector 6:
As before, the marks on the speed graph correspond to the car’s positions on the image of the loop. Notice that Carl is slightly ahead of me in the sector image at the same point in time which makes sense considering he was going faster as we crossed the “sweeper” marker. If you follow the speed graph forward from that point, you can see that Carl has to bleed off a lot more speed to finally be able to turn.
OK, what else can we do? One of the software’s internal calculated variables is a notion of time slip. It can be displayed either as a percentage or cumulatively and while it can be very useful, it has some serious limitations in its current implementation. Luckily, it works pretty well for this example so let’s take a look.
Carl’s speed, time slip and time slip rate for his 3rd run in sector 6:
The 2nd graph, time slip, shows the amount in seconds that Carl gained or lost up to that point compared to my 3rd run. Pay no attention to the goofy y-axis as that will become clear when we look at it closer. The 3rd graph, time slip rate, shows how much faster or slower Carl was traveling at that point in the course compared to my 3rd run as a percentage. In other words, if I was traveling at 16mph while Carl was traveling 12.5mph, the difference would be ~22%. The horizontal line splitting the time split rate graph is 0% so to put it in its simplest terms, if the graph is below that line, Carl is gaining time and if the graph is above it, Carl is losing time.
The red line bisecting all three graphs represents the same point in time as in the previous graphs. Putting them all together, that point is time represents the time at which Carl started losing time to me in that section. The first thing that surprised me is how far back into the braking zone it is!
Time slip graph for Carl’s 3rd run in sector 6:
There are a couple of things to note when looking at the time slip graph. The first thing is that the y-axis is a little goofy. It is in seconds and notice that it starts with Carl’s advantage from the previous part of the course. The first value is ~0.7 seconds which is Carl’s lead on me as we cross the “sweeper” marker. He then continues to gain another ~.2 seconds over the next 2 1/2 seconds at which point he starts to lose time. I’ve highlighted the time slip graph in that section so let’s look at what that represents on the course map.
Carl gains time in sector 6 over this region:
OK, so he got me for ~.2 seconds and everything is rosy, right? Let’s highlight the next 5 seconds or so on the time slip graph.
What happened here? All of a sudden his ~.2 gain turned into a ~.7 loss! That’s nearly a second lost over that one part of the course. Which part is that?
I have to say that the result surprised me a bit. As I said before, I wasn’t expecting Carl to start losing time quite so far back into the braking zone and I definitely thought my advantage would extend a little further. The fact is that our speeds at the point where our paths converge again are nearly identical so it makes perfect sense that any advantage I had would be gone.
The exit of this section was fairly routine although there is one thing I wanted to point out. Carl started accelerating slightly before me exiting the “knee” of the loop which corresponds to the circles in the image below.
Carl “steps on it”:
Corresponding point on the time slip graph:
Carl started gaining time on me again at that point but suddenly he starts losing time. What happened? I believe Carl took more of an inside exit which, while setting himself up much better for the next section, cost a little on the exit in the form wheel spin. How much time did that cost? Roughly ~0.05 seconds which is getting dangerously close to the noise floor of the system. Do I think it was worth it? Heck yes! It looks like he more than gained it back in the next section and is a good example of a little extra distance (and time) helping more than it hurts.
Getting back to the loop, does this prove that the inside line was the fastest? Nope, not even close! All it proves is that on that run Carl went a little too deep into that corner. If Carl had braked earlier, could he have reaped the benefits of greater speed off the sweeper and not lost any time in the loop? Maybe. Did his inside line through the sweeper prevent getting stopped and turned in time for the loop? Maybe.
These questions ignored and many more raised in the next installment…
Jim