MET (Metabolic Equivalent) is the ratio of the work metabolic rate to the resting metabolic rate. One MET is defined as 1 kcal/kg/hour and is roughly equivalent to the energy cost of sitting quietly. A MET also is defined as oxygen uptake in ml/kg/min with one MET equal to the oxygen cost of sitting quietly, equivalent to 3.5 ml/kg/min.
Specific activities have a working MET -- ie, walking at a very slow pace (less than 2mph) for an hour will be the equivalent (ie., burn the same calories) to sitting still for two hours. The METS for this activity is 2.0
Today I did a 37 mile ride where I went up and down 2400 ft. A week ago I did a 51 mile ride where I went up and down about 800 feet. The calories for the 51 mile ride were 50% higher than the 37 mile ride, but let me tell you that 37 miler was much, much harder.
(Also, got to tell you I love the site!!! especially now that I am on Firefox)
I go for a 3.5 mile walk every morning. I incorrectly entered in 55 minutes and it said I burned 237 calories (or something similar). When I corrected it to 54 minutes, it said I burned 309 calories. Something ain't right with that. 1 minute less does not = 70 cals. It seems that at 4 mph everything changes, and I think this is incorrect.
So the gaps you may be looking at breaks across these boundaries. We're looking into ways to make this more incremental.
We're also looking at changing our BMI formula and was wondering if any users have experience with these calculations in determine a more accurate estimate: http://blog.forret.com/2006/03/bmi-is-not-perfect/
These speed brackets need to be adjusted for elevation gains. I am quite sure that while climbing a steep hill on my bike at 7 mph I'm burning far more calories than someone riding at 6.0 bicycling bicycling, 10-11.9 mph, leisure, slow, light effort.
Because this program does not take into account speed at particular points on a course, there isn't really a practical way of calculating speed up a grade. However, the work done to move mass up a hill is fixed, and can be adjusted for speed using the average speed in the speed bracket as you are currently doing. The work formula I found on the web for cycling is:
W = F x D
Ce = W/CFCi = Ce/Eef = EvWhere:W = work (ft-lbs or kg-m)F = Force from gravity (lbs or kg)D = distance vertically (ft or m)Ce = Calories expended at the pedalsCF = conversion factor of 3907 or 418 (for American and International Units respectively)Ci = Calories ingested = EvEef = efficiency of the human machine in converting food Calories (~25%)