Fit_Fat_almost_50
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- #31
Added Percentage change of Spd-to-Power Ratio and comments for ease of comparison:
Now that I have built out the model as I get more data it's going to be easier to input.
From a theoretical perspective I calculated an 80W increase would result in a reduction in time using the 18th of April
1 minute and 18 seconds and the result would be a time of 3:44
Here is the formula used:
Old Distance = Old Speed × Old Time = 14.9 km/h × (5/60 + 2/3600) hours = 14.9 km/h × 5.0333/60 hours = 1.24722 km
With the new speed (from our previous calculation): New Speed=19.986km/hNew Speed=19.986km/h
New Time=Old DistanceNew SpeedNew Time=New SpeedOld Distance= 1.24722 km / 19.986 km/h = 0.06235 hours
- Power-Time (Wh):
- This is calculated by multiplying the Power (in watts) by the duration of the activity (in hours).
- Formula: Power (W) × Duration (hours)
- Speed-to-Power Ratio:
- This is the ratio of average speed to power. It indicates how much speed was achieved per unit of power.
- Formula: Average Speed (km/h) ÷ Power (W)
- % of Max Speed-to-Power Ratio:
- This compares each Speed-to-Power ratio against the maximum ratio in the dataset, represented as a percentage.
- Formula: (Individual Speed-to-Power Ratio ÷ Maximum Speed-to-Power Ratio) × 100%
Now that I have built out the model as I get more data it's going to be easier to input.
From a theoretical perspective I calculated an 80W increase would result in a reduction in time using the 18th of April
1 minute and 18 seconds and the result would be a time of 3:44
Here is the formula used:
Old Distance = Old Speed × Old Time = 14.9 km/h × (5/60 + 2/3600) hours = 14.9 km/h × 5.0333/60 hours = 1.24722 km
With the new speed (from our previous calculation): New Speed=19.986km/hNew Speed=19.986km/h
New Time=Old DistanceNew SpeedNew Time=New SpeedOld Distance= 1.24722 km / 19.986 km/h = 0.06235 hours
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