Ride Name | Number of Rides |
---|---|
Neighborhood | 250 |
Alpine | 140 |
Alpine Cañada | 30 |
Peninsula Bikeway | 40 |
Tamarack Sprint | 6 |
Ride Name | Number of Rides |
---|---|
Trainer | 70 |
New Alpine | 30 |
New Alpine Cañada | 30 |
Emerald Hills | 30 |
Lake Loop | 15 |
Huddart | 10 |
Ride Name | Number of Rides |
---|---|
Neighborhood | 250 |
Alpine | 140 |
Alpine Cañada | 30 |
Peninsula Bikeway | 40 |
Tamarack Sprint | 6 |
Ride Name | Number of Rides |
---|---|
Trainer | 70 |
New Alpine | 30 |
New Alpine Cañada | 30 |
Emerald Hills | 30 |
Lake Loop | 15 |
Huddart | 10 |
* As I will detail in a future post, I ended up solving the ‘easy ride’ problem by setting up my trainer to be used for such rides.
Using Banister’s model^ to predict how Fitness, Fatigue and Form will change over time. To generate the above graph, a training schedule was defined consisting of a ride generating a Load of 1 (in arbitrary units) to be ridden for 200 days and then training is stopped. At first, Fatigue dominates Fitness and Form (the ability to perform on a ride) falls. Then, Fitness dominates Fatigue and Form increases. When training stops, because Fatigue decreases faster than Fitness, Form increases. This is the reason that the taper period right before an event is so common in training plans.
In my last post I wondered if I had been training too hard. One way to avoid that would be for me to monitor my training load (hereafter Load) to see if it is increasing, decreasing, or staying the same. If treated with full rigor, measuring that Load would be an impossibly complex task, so we all find simplifications for estimating Load that are better than nothing, or over time, better than we were doing before. I have, in fact, gone the other way, partially out of necessity (the hills where I live make it harder to ride at a fixed intensity or to estimate the overall intensity of a ride) and partly out of an attempt to simplify my life (when my heart meter broke, I didn’t bother to replace it.) Now and again, however, I regret that and wonder if it would be worth the effort to better track my rides. At present, the only way I am estimating my Load is to record the minutes of duration of each ride. Even that is better than nothing, but when I wonder if the increasing hilliness of my new neighborhood is throwing off my estimates it makes me want to do more. The first step in doing more would be to acquire a power meter or a heart rate monitor. That device, along with some basic software would allow me to characterize a ride in terms of minutes in Zone 1, minutes in Zone 2, etc which is better than just total minutes. If I had been doing that over the last couple of years and had noticed that my total minutes of riding stayed the same after I moved but that the zone distribution moved to more time in higher zones, that would already tell me I had increased my Load. To make that quantitative rather than qualitative, I would need to estimate the relative Load produced by different zones, something I have blogged about a fair bit and thus feel like I know how to do. The purpose of this post is to discuss the next step after that, to model the competing impacts of my training load on Fitness and Fatigue and how they play out over Time.
The inspiration for this post came while I was preparing my post on Sweet Spot Training. I was listening to a podcast by Frank Overton, the person who coined the term Sweet Spot, and he talked about how motivating it was to use modelling software to track the accumulation of fitness resulting from his training. I am very motivated by tracking my training and I found the prospect of incorporating this new kind of tracking very tempting. In order to figure out how I might do that I began exploring the training models that are used to do so, and thus today’s post.
The reason training increases performance (Form) is because the Fatigue generated by training goes away faster than the Fitness generated by that same training. That is the basis of the training models I will be talking about. It is more complicated than that; there are different kinds of Fatigue and different stages in the recovery from Fatigue and the Fitness generated by training doesn’t appear immediately but only over time, thus the truism that you don’t get stronger during training but during the rest after training. The models I will be talking about simplify things by ignoring some of that complexity.
I am aware of two models for estimating Fatigue, Fitness, and Form, the model developed by Dr. Andy Coggan (available as part of the widely used Training Peaks commercial software package) and that developed by Dr. Eric Banister^. Both of these models do two things. First, they estimate the Load generated by a ride based on how much Time during that ride the athlete spends at different power output levels or heart rates (respectively) and then assigns to each of those an Intensity score. Higher power or heart rate corresponds to higher Intensity but not necessarily in a linear way; a doubling of power or heart rate can result in a much greater than doubling of Intensity. Because I have blogged about the calculation of Intensity a lot, I won’t discuss it in this post. Rather, I will assume that given a power output level or heart rate an Intensity can be calculated. As just one example of how to do that, I offer the following equation* for calculating the Intensity of some of my rides from the Heart Rate (HR) measured on those rides:
Intensity = .000428 x e(.0656 x HR).
Load corresponds pretty directly to how tired the athlete is after a ride. If an athlete knows the Intensity of a ride, converting that to Load is straightforward:
Load = Intensity x Time
For a ride at constant Intensity, it really is that simple. For a realistic ride during which Intensity varies, it is still pretty simple but there are a couple of different ways of making this calculation. The good news is that they all give pretty similar results, it is mostly about which is the most convenient. For example, back when I was tracking my rides with a Garmin heart rate monitor, a Garmin bike computer, and Garmin software, I could have taken the amount of time spent in each heart rate training zone provided by that software, use an average Intensity for each zone, and sum up the five Intensity x Time values to get a total Load for the ride. But how does Load relate to Form, Fitness, and Fatigue? Both Fitness and Fatigue result from the accumulation of Load over many days of training on the one hand and the reduction of both Fitness and Fatigue that occurs during the time after that training. In other words, Load pushes both Fitness and Fatigue up, Time pulls both Fitness and Fatigue down. Expressed as equations, the effects of Load and Time are:
Fatigue = ( Fy(Load on Day 1, Time since Day 1) + Fy(Load on Day 2, Time since Day 2) + … +
Fy(Load on Day N, Time since Day N) )
...where Fx() and Fy() are functions that reduce the impacts of Load on Fitness and Fatigue for older rides; that epic ride I did ten years ago isn’t doing me much good anymore. Fx() is slower than Fy() such that an athlete loses Fatigue faster than they lose Fitness. As a result, training eventually produces a net increase in performance.
Finally, the following equation is used to model expected performance (Form):
Form = Fitness - Fatigue
Note that Intensity, Load, Fatigue, Fitness, and Form have no natural units. However, due to the above equation, the units for Form, Fitness, and Fatigue all need to be the same. What is commonly done is to first assign some constant to relate Load to Fitness and Fatigue. In the Coggan model, one unit of Load is defined as producing one unit of both Fatigue and Fitness. In the Banister model, one unit of Load produces one unit of Fitness, but two units of Fatigue. In both models, one unit of Form, Fitness and Fatigue are defined to be equal.
The interesting part of both models is how Fitness and Fatigue decrease over time, the functions Fx(Load, Time) and Fy(Load, Time) in the above equations. I confess that I do not understand the Coggan model. Using equations available on the Web, I get nonsensical outputs. Thus, from here on out, I will focus on the Banister model. In this model, both Fitness and Fatigue decrease exponentially with Time as per this equation:
Fitness = M1 x Load x Time x e(-Time / T1)
Fatigue = M2 x Load x Time x e(-Time / T2)
...where:
M1 is the relative iMpact of a given Load on Fitness. By default, this is set to 1.
M2 is the relative iMpact of a given Load on Fatigue. By default, this is set to 2; the initial impact of a ride on Fatigue is assumed to be twice that on Fitness.
T1 is the Time in days it takes for the impact of a ride on Fitness to decrease to 37% of its initial impact. By default, this is set to 45 days.
T2 is the Time in days it takes for the impact of a ride on Fatigue to decrease to 37% of its initial impact. By default, this is set to 15 days.
Time is the time in days since the ride.
Let’s see what this model predicts for some hypothetical scenarios. The figure at the top of this post describes a very unrealistic scenario the point of which is to illustrate the main features of the model. In this scenario, a ride with a Load set to an (arbitrary) value of 1 is done every day for 200 days and then training is stopped. The Banister Model correctly reproduces the premise behind periodized training: training increases both Fitness and Fatigue, and at first, performance (Form) decreases due to Fatigue, but over time, the Fitness dominates and Form increases. If training stops, at first Form increases because Fatigue is lost faster than Fitness. This is the rationalization for tapering (reducing training) before an event. So far, the model seems good, but let’s apply it to some more realistic scenarios. I have selected the training plans offered by Coach John Hughes to prepare for a first 200 kilometer long ride and then to allow repeating that ride every month. I have modified these plans to scale them down for a 100 kilometer (Metric Century) ride.
I have added a fourth curve to the above graph, one showing the Load generated by the training plan. The three biggest peaks on the graph are the three long training rides, each increasingly longer, used to get ready for the Metric Century. The graph stops the day before that event. We can see that each of the long rides produces a peak of both Fitness and Fatigue but because the increase in Fatigue is greater, Form decreases in the days after that hard ride. However, it increases thereafter because Fatigue goes away faster than Fitness. Training tapers (decreases) just before the Metric Century and we see that Fitness levels off but that Fatigue falls and as a result the all-important Form continues to increase, reaching a maximum just before the event. This is exactly what is expected for a well designed training plan, and again, the model seems to capture it fairly accurately.
The final curve is for the scenario I so laboriously derived on this blog some time ago, a training plan to maintain the Form to be able to ride a Metric Century every month:
In this graph I added trendlines in order to emphasize that this is a maintenance schedule designed to keep Form relatively constant between the monthly Metric Centuries, those Metric Centuries being not only the goal of but also a critical part of the training plan. I plotted three monthly cycles, starting the day after a Metric Century and ending two days after the third Metric Century. Once again, the model seems to reconstruct the intent of the training program fairly accurately.
In summary, the Banister model (at least) seems pretty good. Of course, it does not do everything. For one thing, it allows you to input training schedules that no sane person would design and that nobody but Superman could follow. There is no limit on the amount of Load that can be completed, the amount Fatigue that can be tolerated, nor the amount of Fitness that will theoretically result from such a suicide schedule. Similarly, it does not model the notion of working up to a goal, like the 20% biweekly increases in mileage I use to work up to a Metric Century. According to this model, an athlete can just jump right into the longest training ride, repeating that until enough fitness has been built up. I see these as reasonable and expected limits as to what the model was designed to do. I think what Banister had in mind when he created the model is that it is up to the coach to plan a good training schedule and that the model is just one more tool to be used judiciously by the coach in service to that effort. Finally, I assume that part of a coach using this model would be adjusting the parameters to fit the individual athlete.
I would like to mention one additional limitation of this model, a limitation that impacts this whole way of thinking about training. This limitation is that the model defines Fitness as a single thing when it is obvious that it is not. The world of road racing provides a clear example of this. Road racers can be classified as climbers, sprinters, time trialists, etc., each needing to build a different collection of different kinds of Fitness. Coach Joe Friel in his classic book “The Cyclist’s Training Bible” describes three basic and three advanced kinds of fitness, each one needing its own training plan to be developed. These are Endurance, Force, and Speed and then Muscular Endurance, Anaerobic Endurance, and Power, respectively. And all of this is just within the narrow specialty of Road Racing. Does this negate everything above? I hope not! What I hope and believe is that the approach I am outlining here applies similarly to all these different kinds of Fitness, and that in fact they may be interchangeable. That is, a coach builds a training plan to address all the different kinds of Fitness a particular cyclist needs to meet their goals but common to them all is the tradeoff between Fitness (of any kind) and Fatigue described by me in this post and modelled by Banister.
I would like to end by explaining how I imagine this tool could be useful. Although it is far from clear I will ever do this myself, I will nonetheless use myself as an example to explain how I think this might work. Right now, I am only tracking ride time. This completely ignores the possibility that one 60 minute ride might be much harder (generating both more Fitness and more Fatigue) than another. If I were to purchase a heart rate monitor and/or a power meter, I could calculate the Intensity of those rides allowing me to account for such differences; I might find that one 60 minute ride generated twice the Load as another, for example. What would still be missing is the effect of Time. Have I rested long enough to recover from a hard ride? Have I rested too long so that I have lost the fitness that ride gave me? The value of Banister’s model would be to help me answer such questions. Will I ever do this? I have no idea, stay tuned.
^ “Modeling Elite Athletic Performance” by Banister, Eric W. in “Physiological Testing of the High-Performance Athlete, Second Edition” 1982, Published by Human Kinetics Publishers (UK) Ltd. Rawdon, England. ISBN 0-87322-300-4
* I derived this equation by using Google Sheets to plot the Intensity values for Hughes TRIMP, described in my most recent post on intensity and then to fit them to an exponential function. This is the equation Google Sheets fit to the plot.
My recent training schedule showing reduced mileage. The last column labelled “ave min/wk” is my minutes per week averaged over the last year. My heart broke when that sank below 300. Note that the last time I rode my 33 mile "New Alpine-Cañada" ride was on 6/30/2021.
Four months ago, I posted "One change I am making, at least for the moment, is to ride a bit less in general and to relax what had been my fierce determination to ride at least 300 minutes a week and at least 4 rides a week." That decision was based on my tentative conclusion that my declining performance was due to an accumulation of fatigue, that my previous training schedule produced more load than my body could tolerate. How did that go? In short, the jury is still out, but I did learn enough that I thought it was worth an update.
Let me start by acknowledging an elephant in the room. I am a very bad patient of my medical care team, missing many office visits and diagnostic screenings. Thus, my poor performance could well be due to an illness that has not been diagnosed due to this negligence. However, I have nothing useful to say about that at this juncture, if I ever drag my negligent ass to the doctor, I will tell you what I find out. Short of that, if not an illness, what is it that is holding back my performance?
“What is holding back my performance” might be a combination of things, so the following list should not be seen as exclusive, a mixture of them might be the culprit. That said, here is my list:
My latest training was designed to both test and respond to possibility 1, the hypothesis that I have been training too hard. The changes I made were 1) to stop riding my longest ride, a 33 mile/160 minute ride with 1,600 feet of climbing and 2) to listen to my body and either not ride or do easier rides when my legs feel tired, even if that means failing to reach my previous goal of 300 minutes of cycling each week. I do confess that letting go of the 300 minute a week minimum for minutes per week of cycling has been both heartbreaking and discouraging but the logic for doing so is that the hills around my new home make my average ride closer to the vigorous intensity aerobic exercise of the Medical Community than to the moderate intensity I had been assuming so that what I should be shooting for, now that I am riding from my new home, is a minimum of 150 minutes a week.
Earlier, I had made a third change, not in response to this latest slump, but one which is helping me respond to it. That change is to set up my trainer in my bedroom. When I first moved into my new home I noted that finding an easy ride was difficult. My first solution was riding laps around a local recreational lake, a ride I call the Lake Loop. Although that ride is easier than some of my other rides, getting to and from there still involved some significant hills. Looking back at my training log I noted that I rode my last Lake Loop ride on December 1 of 2020 and my first Trainer ride on December 11. Thereafter, 30 minutes on my trainer (boredom prevents anything longer) has replaced 60 minutes of laps around the Lake as my easy ride. These new easy rides are much easier and thus have much less risk of contributing to overtraining.
How is my new, easier schedule working? It is probably too soon to tell, at least with any certainty, but one preliminary data point suggests that overtraining was at least a factor in my recent slump. I first noticed this slump in May of this year when I could not complete the training plan I had devised to prepare to ride the Art of Survival Metric Century. (I will comment on the wisdom of that training plan later in this post.) After taking it a bit easier during June, July, and August, my times on my benchmark Alpine-Like rides increased from below average to just above average in September. In October, an out of town trip and a cold severe enough to keep me off the bike meant I had too few Alpine-Like rides to judge, so I have no confirmation of that improvement. A warning against overinterpreting this one good month comes from the fact that I also had a good month the previous April for no reason I can fathom. Was April a statistical outlier? If so, could September be one also? It definitely could, which is why my caution in coming to a conclusion, but I did find my September results encouraging.
What should I do now?
I have been giving some thought to item 4. Some time ago I devoted a whole post to working from a schedule given in “Distance Cycling” by John Hughes and Dan Kehlenbach to allow riding a century or 200K "every month of the year” and modifying it for a metric century a month, taking into account the rides I can actually do here in the hills of California. One step in that conversion was to increase the mileages I initially calculated to make sure I maintained 300 minutes a week of riding. Now that I am questioning that number, it may be time to reconsider those increases and similarly for the somewhat different schedule to get ready for the first metric century of the season. When I looked back on the actual preparation I had done for metric centuries in the past, it was less than I had remembered and less than the plan I had so laboriously developed, another reason for cutting back a bit on my metric century preparation schedule. Of course, if my recent problems preparing for a metric century resulted from illness or old age, then none of this will be effective. Back when I reviewed my last 40,000 miles of riding, I considered a more general version of that possibility and I asked the following question: "Will the Zombie make it to 50,000 miles, and if he does, what cycling adventures will he have enjoyed?" Stay tuned to find out.
Polarized Training and Sweet Spot Training are sometimes seen as competing training philosophies. Dr. Stephen Seiler coined the term ‘Polarized Training’ and Frank Overton the term ‘Sweet Spot Training’ but in both cases many others have adopted these philosophies so there is considerable variation in the actual training plans that are derived from each of them. That said, I am going to concentrate on Seiler’s and Overton’s versions of these philosophies. Back in the blog post where I described my discovery of Seiler I also mentioned that my first exposure to Seiler was my first experience getting training information from a podcast and that this medium had a number of advantages as a source of learning. So, in addition to concentrating on Seiler and Overton, I am going to rely primarily on their podcasts because these tend to be more flexible and realistic, giving me, I feel, a better sense of what these different philosophies are in the real world. I am not going to attempt to reference each point I make, rather, I am going to give a couple of general references to Overton podcasts at the end of this post^. (I have previously referenced Seiler podcasts.) Finally, there is a third name I need to mention, Dr. Andrew “Andy” Coggan. Dr. Coggan was one of the pioneers of the use of power meters in training and back around 2004 gathered together a group of athletes, coaches, and scientists to develop systems for using power meter data, a group including Overton, and it was the discussions of this group that Overton used to develop his concept of Sweet Spot Training.
The first thing we need to consider is the similar, specialized audiences for these two philosophies. What these audiences have in common is that they are bicycle racers, road racers in particular. (Later in this post I will discuss some differences in their audiences.) I realized this when I attempted to map these philosophies onto the training advice of the coach I use, Coach John Hughes. To my surprise, I couldn’t do it. What I realized is that Hughes writes mostly for participants in distance challenges, century riders and randonneurs for example. Training for these riders is much more about building endurance than speed. It is not that speed does not matter, but rather that speed is secondary to endurance and that the relevant speed is steady state speed, jumping to join a breakaway or having a sprint at the end of the ride is unlikely to be useful to the riders Hughes coaches. This results in very different training plans than those used by road racers.
So what is Sweet Spot? I have mentioned it before as an Intensity Zone used by Coach Hughes. His basic definition of intensity zones divides intensity levels into seven zones. On top of that basic system, he defines Sweet Spot as extending from the very top of his basic Zone 3 through the bottom half of his basic Zone 4. (For the remainder of this post, when I refer to an intensity zone, I am going to be using the Hughes seven zone system.) Overton defines the intensity level of Sweet Spot more broadly, as 84% to 97% Functional Threshold Power (FTP) which translates to the top half of Zone 3 and almost all of Zone 4 in the Hughes system. Coggan has an even broader definition which includes everything from the top of Zone 2 through the very top of Zone 4.
Sweet Spot is an intensity zone but it is also something more. To put this “something more” into context, both the Sweet Spot and Polarized philosophies have in common a firm commitment to periodized training. A minimal version of race-directed periodization is a Base phase during which aerobic fitness is developed followed by a Build phase during which specific racing adaptations (speed, power) are developed followed by a Taper phase in which a small amount of Fitness is sacrificed to substantially reduce Fatigue in order to maximize performance (Form) followed by the race followed by recovery. The period in this process where the difference between the Sweet Spot and Polarized philosophies is important is during the Base phase. The simplest description of the difference between Sweet Spot and Polarized training is that Polarized training recommends many hours of Zone 2 riding during the Base phase whereas the Sweet Spot philosophy recommends fewer hours of the more intense Sweet Spot intensity training during the Base phase. Both are intended to build an aerobic base and the primary argument between these philosophies is which of these intensities is better at doing that.
In a podcast, Coggan generalized this question in a way I found helpful. He opined that between somewhere in Zone 2 through the top of Zone 4, all that mattered was the product of time and intensity. That is, if Zone 4 has twice the intensity of Zone 2*, 1 hour in Zone 4 has almost exactly the same training effect as 2 hours in Zone 2. My impression (again, from podcasts) is that Seiler would disagree. To explain why, I have to talk about blood lactate levels. What makes doing so confusing is that blood lactate can be used as the basis for an intensity zone system that is very different from the Hughes seven zone system I am using in this post. For that reason, I am going to refer to these as Lactate Brackets rather than Zones.
There are three Lactate Brackets, Bracket 1, 2, and 3 corresponding to low, medium, and high levels of blood lactate and thus intensity. Zone 2 lies in the low Lactate Bracket 1 whereas Zone 4 lies in the medium Lactate Bracket 2 and thus I think Seiler would argue that there is likely to be fundamental physiological differences between them. One consequence of such differences would be that a ride in the Lactate Bracket 2 will produce much more fatigue than a ride in Lactate Bracket 1, thus limiting the amount of training that can be done. Assuming Seiler is correct, given unlimited time to train, an athlete would be able to build up much more aerobic fitness riding in Zone 2 than they could riding in Zone 4 because fatigue would limit the Zone 4 rides long before it will limit Zone 2 rides.
One confounding factor in comparing Sweet Spot and Polarized training is that there tends to be a difference in the intended audience for Polarized and Sweet Spot training. Advocates of both will argue that theirs is the best approach for almost all racers but their primary targets seem to be different subsets of racers. Seiler mostly coaches full time athletes who have almost unlimited time to train. Many of the clients of Overton are amateur athletes who have to fit their training in around a job and family responsibilities. It may well be that Sweet Spot training is better if you have a limited time to train but that Polarized training is better if you have unlimited training time. Also, we must never forget individual variation. It is possible that one athlete may reach a higher peak performance with Sweet Spot whereas another may do so with Polarized Training.
So which is better, Sweet Spot or Polarized? I am far from an expert on the training literature, but so far I have not come across a study that answers that question in a way I find convincing. In a podcast, Dr. Coggan, who is an expert on the training literature, said more or less the same thing. In the first place, it is not even clear what the question is. Is it that which provides the greatest benefit if there are no constraints (e.g. if there is no limit on training time)? Is it that which provides the greater benefit to the greater number of athletes? Is it that which might be problematic for many athletes but which, if applied to the most gifted athletes, would produce the highest level of fitness? How long should the experiment run? For a year? For multiple years? For the length of an athlete’s career? In the second place, the chances of getting the resources needed to do the right experiments are effectively zero. So unless the differences are dramatic we will probably never know the answer.
While investigating Sweet Spot training for this post, I noticed one additional, relatively unrelated aspect of Overton’s approach to training and that is extensive use of a training load model developed by Coggan. This model is most easily available as part of the commercial “Training Peaks” software package. This specific training load model is designed to use power meter data. However, Coggan’s model was originally based on the heart rate-based model of Dr. Edward Bannister, so it should be possible to do the same kind of tracking using heart rate data. As I listened to Overton, I became very jealous of how he could use this model to track the projected impact of each ride on his Form, Fitness, and Fatigue. Was there some way I could do the same thing? If so, would I have to purchase a power meter and the Training Peaks software or could I use a less expensive heart rate monitor and publically available software? As I looked at Coggan and Bannister’s models more closely, I found parts of them with which I disagreed and/or where my age and genetic background would require different parameters than these racer-targeted models used. Could I also customize these models? Although I had originally planned that this would be the last post in this series, I am now planning on writing one more post on these models at some point. Stay tuned.
^ https://fascatcoaching.com/blogs/training-tips/how-i-invented-sweet-spot-training
https://fascatcoaching.com/blogs/training-tips/sweet-spot-training-with-dr-andy-coggan
* As I have previously blogged, I think the difference between Zone 4 and Zone 2 is greater than two-fold, but for the purposes of this illustration, it doesn’t matter, the principle is the same.
An athlete improved his VO2max by 40% after changing his distribution of training intensities. In yellow is his old (bad) distribution. In red is his new (improved) distribution.
In the first post in this series, I made the argument that all of the most common measures of ride intensity: heart rate, power, blood lactate, oxygen consumption, even relative perceived exertion; were all different ways of measuring calories burned per hour. Perhaps one of the most direct measures of the rate of calories burned is oxygen consumption. Because oxygen is a gas, usually the best way to measure it is by volume, how many liters of oxygen are consumed per minute, a metric known as VO2 which stands for the Volume of O2, with 02 being the chemical symbol for the gaseous form of oxygen that we breathe. At rest, one consumes less oxygen and fewer calories per minute than when exercising. Of particular interest has been the maximum amount of oxygen it is possible for an athlete to consume when they are exercising as vigorously as possible. In the exercise community, this metric is named VO2max. In the scientific community, this exact same metric is sometimes referred to as VO2peak. This reflects the rigor of the scientific community, it recognizes that the value for VO2 measured can depend on how the measurement is made so that it is not really possible to know the maximum oxygen consumption but only the peak oxygen consumption measured in a particular experiment. (The MET, a metric popular in the health community, is more or less the same thing as VO2 and the equivalent of VO2max is max METs.) In the exercise community VO2max is often interpreted as “engine size”, the higher the VO2max an athlete has, the larger an “engine” they have. While it certainly is the case that an endurance athlete with a relatively low value of VO2max is unlikely to be competitive at the highest levels of their sport, it is also the case that the athlete with the highest VO2max will not necessarily win the race, other factors matter as well. In fact, more recent discussions deprecate the importance of VO2max in favor of other parameters such as threshold power, ability to quickly recover from a hard effort, etc.. In the health community, VO2max (aka VO2peak aka max METs) is often used as a stand-in for aerobic fitness; e.g. to conclude that subjects with higher VO2max live longer than those with lower VO2max.
Given the importance of VO2max, it has been a source of discouragement to the exercise community that it seemed very difficult to significantly improve VO2max by training. It seemed that every athlete was born with more or less the level of VO2max they are going to have throughout their lives. There is some variability from athlete to athlete in the trainability of VO2max . Some athletes cannot improve their VO2max at all, others can, but it is rare to find an athlete who can improve their basic VO2max by more than 15% or so. But how is this trainability determined? In my last post in this series, I mentioned the intensity of exercise traditionally used to improve various skills that an athlete might want to improve. According to the coach I used as an example, Coach John Hughes, Zone 6 of his 7 zone system is the intensity he recommends for improving VO2max. Specifically, he recommends working up to 2 to 4 repeats of 2 to 3 minutes at a heart rate greater than 105% of an athlete’s lactate threshold heart rate as a routine for improving VO2max. Thus, a typical experiment used to determine the trainability of VO2max is to measure VO2max on all subjects, have them engage in a training routine like that recommended by Coach Hughes for 6 weeks or so, and then measure it again. And this brings us to the very anecdotal, very problematic report which is the subject of this post.
Simplifaster is a company that makes exercise equipment. It stands to reason that they would prefer that athletes believe that training, in particular, training with Simplifaster’s equipment, improves performance. If it did not, why would anyone buy their equipment? Thus, a report on their website claiming that, with the right training, VO2max can be increased not just by 15% but by 40% would appear to present a conflict of interest. And yet, such a report is just what I am going to talk about. Worse yet, it describes an experiment on just one athlete, what would be called a “case study” in the medical community. Given these reservations, why am I blogging about it? It is because it is thought-provoking. Maybe we should not believe this report without confirmation, but maybe we should be inspired by it to question the conventional wisdom about the trainability of VO2max more than we have to date. The article is here.
The author of the article, Alan Couzens, is both an exercise scientist and a coach. Most of the article is a case study of one athlete he coached with the rest being some discussion about how typical this one athlete might have been. This athlete’s event was the Ironman Triathlon. His goal was to qualify for the Ironman World Championships. Qualifiers for that event typically have a VO2max of 65-70 ml/kg/min. This athlete trained by doing a lot of high intensity interval training at the intensity normally recommended for improving VO2max, and fully trained, he never exceeded a VO2max of 53 ml/kg/min. It might be argued that no further increase in VO2max was possible since he was already fully trained, but even assuming an improvement was possible by changing his exercise plan, a 15% increase, normally considered the maximum possible, would only give him a VO2max of 61, below typical qualifiers. At this point I want to be clear as to the relevant question. To the athlete, it is ‘Can I qualify for the World Championships?’ However, for the purposes of this post, the relevant question is ‘How much can this athlete improve his VO2max?’ This is a related but different question. What this coach did is exactly what most coaches would do, to replace some of this athlete's high intensity VO2max training with a large volume of relatively low intensity aerobic training and to maintain this program for three years. In year 1, his VO2max improved by 22%. In year 2, his VO2max improved by an additional 12%. In year 3, his VO2max improved by an additional 6% for a total improvement in his VO2max of 40% over three years. His final VO2max was 74.6 ml/kg/min, higher than the typical triathlon national champion, and in fact, he was able to qualify for the national championships. Finally, the author of this study noted that this athlete was not average, very few of the athletes he has coached improved their VO2max by 40%, but on average, they improved their VO2max by 24%, still significantly more than the 5-15% conventional wisdom would predict.
So, is Coach Hughes wrong about the benefit of Zone 6 training for VO2max? The author does not say that. Rather, he says that after an athlete has completed a long period of high volume/low intensity training, a small additional increase in VO2max can result from a brief period of high intensity (e.g. Zone 6) training. For the athlete who was the subject of this case study, the author suggests that the first 32% of improvement came from the large volume of low intensity training and the remaining 8% came from the small volume of high intensity training which was only done at the very end, after the low intensity training.
There is nothing new about the training plan that Couzens recommends, it is basically the same plan that every coach I have ever read recommends. Is it polarized training? For some time now, I have been following Stephen Seiler, the exercise scientist who coined the term polarized training, and I get the sense from him that what is of proven value in polarized training is less the high intensity side of that polarization and more the low intensity side. Thus, both polarized training and the training plan recommended in this report mostly just support the conventional wisdom of the coaching community that large amounts of low intensity exercise are an essential part of training for endurance sports.
Before switching focus from Fitness to Health, I need to insert a caveat. Everything up to this point has considered athletes whose current training program may not be optimal but who are relatively fit to begin with. This is very different from the situation faced by the public health community who are interested in the benefits of exercise for health. Their studies are often on subjects who start out not exercising at all. Might such a person, one starting from a much lower level of fitness, have a greater potential for increasing their VO2max? I don’t have an answer to that question, but I do think about it while I am considering these health-oriented studies.
One health oriented study I have considered multiple times on this blog is one I call Gillen et al. This study claimed that the health benefits of 1 minute of high intensity interval training (Zone 7) was equal to those of 45 minutes of low intensity aerobic exercise (Zone 2.) At the time I first reviewed this publication I had the following reservation:
“Am I convinced that HIIT [High Intensity Interval Training] provides as much benefit as moderate exercise in extending longevity and improving health? … Not yet [because, although] after twelve weeks, HIIT and moderate exercise produce the same changes in VO2max, glucose tolerance, and muscle mitochondria, ... would these changes be equally maintained if the experiment were extended to a year or ten years?”
The report which is the subject of this post would argue that my concerns are very justified, that if the experiment had been extended from 12 weeks to 3 years the results might have been very different, the low intensity group might have increased their VO2max much more than the high intensity group.
This report has different implications for another study I reviewed. This study compared over 100,000 patients who had taken treadmill “stress tests” as part of their medical care. These subjects were grouped by their max MET scores (equivalent to VO2max) and their risk of dying was followed over the next 4 to 13 years. The astounding result obtained was that the fittest 2.3% of the patients had a greater than 5-fold lower risk of dying than the least fit 25%. Compare this to the decrease in risk obtained by not smoking which is only 1.4-fold. Because this was an observational study, it was not possible to determine how much of that fitness was genetic and thus is out of the patient’s control and how much was the result of exercise. One hint as to the answer to that question came from a second paper I considered in that post which also looked at over 100,000 subjects and which was also an observational study but which asks its subjects how much they exercised. In this study, those who exercised the most had a 1.5-fold lower risk of dying, suggesting that much of fitness is genetic. Another way to ask this same question is to assume that VO2max can typically be increased by about 25% by exercising. How much would that help the treadmill scores of subjects with low fitness? In the treadmill study patients were put into five groups; the 25% with the lowest fitness, the next 25% with below average fitness, the next 25% with above average fitness, the top 25% with high fitness, and then a subset of this last group, the 2.3% with the highest fitness. In general, improving VO2max/max METs by 25% would move a subject up 1 group. This would decrease their risk of dying by about 1.4-fold. Thus, both of these approaches, an observational study that looked at exercise rather than fitness and a theoretical approach based on studies which measure how much VO2max can be improved provided very similar results; exercise can reduce risk of death about 1.5-fold whereas genetic factors that impact fitness can reduce risk of death by about 3-fold. This is a very weak conclusion based on a shaky chain of logic, but it is intriguing and to my mind begs for follow-up.
In the final post in this series I am going to look at the major competing theory to Polarized Training, and that is Sweet Spot training, a theory that seems to recommend the exact opposite to Polarized Training. Rather than avoid exercise which is in between low intensity and high intensity, such medium intensity training is the focus of Sweet Spot. Stay tuned.
“It Ain’t What You Don’t Know That Gets You Into Trouble. It’s What You Know for Sure That Just Ain’t So” - Anonymous
How does one estimate the amount of fatigue a workout generates? The standard metric used by many coaches and academics is a metric known as TRIMP, which stands for TRaining IMPulse, a term that means training load. As is well known, training load produces fatigue in the short term and, when combined with recovery, increases fitness in the long term. In this post, I will only be considering the fatigue impact, and in that context, TRIMP is also synonymous with fatigue.
TRIMP is not a single metric but rather a collection of different metrics. A TRIMP score is calculated by multiplying the minutes of exercise by the intensity of that exercise, which just kicks the can down the road: how does one determine intensity? The difference between the various TRIMP metrics comes from their use of different estimates of intensity. I wrote my previous post in this series, “Training Zones, Calories, Oxygen, and Power”, to provide the background needed to understand where estimates used by the more common versions of the TRIMP protocol come from; they come from the closely related metrics of heart rate, blood lactate, power, and the training zones derived from these metrics, all of which ultimately relate to calories burned per minute. In the absence of any information to the contrary, is it a reasonable guess that fatigue might be directly related to the rate at which calories are burned? Sure, why not? However, it is just as reasonable to guess that that it is not. What I am going to argue here is that there is information to the contrary, that the advice commonly given by coaches based on their real world experience provides a very different estimation of how fatigue relates to intensity than would be predicted by the amount of calories rides of different intensity consume.
How do the common versions of TRIMP estimate intensity? Edwards TRIMP is based on a heart rate-based five zone system and uses the zone number as the measure of intensity. Lucia TRIMP uses a blood lactate-based three zone system and again uses the zone number as the measure of intensity. Banister TRIMP does not use training zones but rather uses heart rate directly. In addition, it adds an exponential adjustment which reportedly was included to make it match lactate levels more closely. The effect of this correction is relatively small, however. There is also something called individualized TRIMP. I believe this represents a family of estimates with one source even using the term to to refer to Banister TRIMP^. The purpose of this post is for me to provide my own estimate of intensity which can be used in my own version of TRIMP, an estimate based on the actual training plans provided by Coach John Hughes.
This is not my first attempt to provide a different measure of Intensity. My first attempt was based on the paper I refer to as Gillen et al. This estimate was based on a 7 zone system, and I suggested that Zone 7 produced not 3.5 times the fatigue of Zone 2 but 45 times as much, that the estimates of intensity for Zone 2 and Zone 7 should be not 2 and 7 but 1 and 45. I think that fatigue generation and intensity is most definitely more complicated than that, that there may not even be a single number that fully represents each zone, but in the interest of not allowing the best be the enemy of good, such a single number representation is what I will be developing in this post not because I think it is perfect but because I think it is better than the other more commonly used estimates. To put this into perspective, in my last post I essentially used a multiplier of 1 for all zones because I lacked the zone data to do better. Had I been able to use the zone number multiplier I am now disparaging, that would have been better than what I did. I think this is why coaches sometimes recommend a zone number multiplier, it is simple so that their athletes might actually do it and it is better than nothing. In that spirit, I think there is an even better multiplier that coaches could add to their training zone charts that would be, if not perfect, an improvement over zone number (and just as simple). In fact, I think that multiplier is implicit in their more detailed training advice, and what I am going to do in this post is to tease that out for one publication of one particular coach, the one coach I am currently following, Coach John Hughes. The main theme of this post is going to be to compare what Coach John Hughes recommends to what he would recommend if it were true that Intensity was proportional to Training Zone Number (e.g. Load = Minutes x Zone Number.)
Let’s imagine a healthy, young athlete who is a randonneur specializing in 200K brevets. Let’s imagine they select "Distance Cycling" by John Hughes and Dan Kehlenbach (hereafter referred to as Distance Cycling) as their training guide. This is the plan for preparing for a 200K brevet from Distance Cycling: