Hello
I have been hearing conflicting reports about how many calories are burning doing walking/jogging, in regards to speed and distance.
To elaborate, the theory I am describing goes like this:
Jogging for X distance burns the same (or similar) amount of calories as walking for X distance.
The theory is based on the following notion;
- When jogging, you burn more calories per the same amount of time as walking, but because it's faster, you cover the same distance in a shorter time span.
- When walking, you burn less calories per the same amount of time as jogging, but because it's slower, you cover the same distance in a longer time span.
=> Based on that, when walking and jogging an identical distance, the amount of calories burn is the same or similar.
In addition I have heard that calorie burning is most efficient at the aerobic threshold of around 80% (in regards to longer span actives of around 1-2hours), which would contradict the previous theory.
I am wondering as to what extent either of these is true.
Cheers!
I have been hearing conflicting reports about how many calories are burning doing walking/jogging, in regards to speed and distance.
To elaborate, the theory I am describing goes like this:
Jogging for X distance burns the same (or similar) amount of calories as walking for X distance.
The theory is based on the following notion;
- When jogging, you burn more calories per the same amount of time as walking, but because it's faster, you cover the same distance in a shorter time span.
- When walking, you burn less calories per the same amount of time as jogging, but because it's slower, you cover the same distance in a longer time span.
=> Based on that, when walking and jogging an identical distance, the amount of calories burn is the same or similar.
In addition I have heard that calorie burning is most efficient at the aerobic threshold of around 80% (in regards to longer span actives of around 1-2hours), which would contradict the previous theory.
I am wondering as to what extent either of these is true.
Cheers!