% of grade
#26
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When it comes to elevation Strava is useless. My Garmin Edge is notoriously inaccurate on the low side compared to the pricier units that friends have. When I upload the data to Garmin Connect it will transfer verbatim. But, when it goes from there to Strava all kinds of data changes. Why? I have no idea. It's significant too. If I climb 4,000 ft it will translate to 3500 ft.
I don't trust the % grade callouts on the short sections, but for overall elevation this is probably as precise as any bike altimeter.
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Map the dang thing on Ride With GPS. See, e.g.:
https://ridewithgps.com/routes/23254899
Move the cursor along the profile to see grades.
https://ridewithgps.com/routes/23254899
Move the cursor along the profile to see grades.
#28
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Map the dang thing on Ride With GPS. See, e.g.:
https://ridewithgps.com/routes/23254899
Move the cursor along the profile to see grades.
https://ridewithgps.com/routes/23254899
Move the cursor along the profile to see grades.
I'm curious what the OP really wants to know.
If it is instantaneous grade, the bubble inclinometers are probably best.
If it is the average grade of a particular climb, computing it from the distanced traveled and the elevation change is best (and if steep, accounting for the sin/tan problem mentioned earlier).
If it is to determine your total climb on a particular day, the best would be to compile different measurements from different devices, account for systematic errors, then compute a statistical average of those devices. Someone involved with double centuries some years ago did just that ... they solicited input from people with different devices to try to best estimate the total climb. It's surprising how much estimates from different devices can vary.
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One can also always just take a level and tape measure.
Put one end of the level on the slope, and set it level. Measure straight down to the ground. And, of course, the length of the level.
Divide Rise/Run and express as a percent.
Put one end of the level on the slope, and set it level. Measure straight down to the ground. And, of course, the length of the level.
Divide Rise/Run and express as a percent.
#30
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#31
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I've never used one.
I measure the slope of hills by how much I hyperventilate.
I measure the slope of hills by how much I hyperventilate.
#32
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In the worst case, just check the reading while you are stopped to catch your breath and massage the leg cramps.
Steve in Peoria
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That's a fair question. I really had 2 questions. The first was the maximum grade on the 2 mile stretch. The second was the average grade for the entire 2 mile climb. Scott s answered the first question (9%), Jon c. answered the second (4%).
To answer FBinNY's question: Nope, I don't care $20.00 worth, just curious.
To answer FBinNY's question: Nope, I don't care $20.00 worth, just curious.
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Last edited by Retro Grouch; 07-26-17 at 02:07 PM.
#34
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Not true since the result is "unitless". You could use cubits or angstroms and get the same result.
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Metric - kilometers to meters: multiply by 1000
I rest my case.
(Edit: ignore my previous math. Pre-coffee)
Ben
Last edited by 79pmooney; 07-27-17 at 09:36 AM.
#37
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Edit, since it may be impractical to lay sticks end to end horizontally, you can lay the end to end up the slope and determine the angle in degrees as arcsin(sleev/sleeUpSlope). O
nce you have this angle the grade is arctan of that.
Last edited by CommuteCommando; 07-27-17 at 10:01 AM.
#38
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Found this sign a few weeks ago. Odd I'm having troubles viewing it on Google.
https://www.google.com/maps/@43.9835...7i13312!8i6656
Attachment 573380
I came upon it climbing from the other side, so I haven't made this climb yet. But I will say that it made for a wicked fast descent.
https://www.google.com/maps/@43.9835...7i13312!8i6656
Attachment 573380
I came upon it climbing from the other side, so I haven't made this climb yet. But I will say that it made for a wicked fast descent.
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I first posted this long post on measuring % grades. I'm a retired highway engineer.
I try to stay out of these threads because it's more entertaining to just read all the posts.
I try to stay out of these threads because it's more entertaining to just read all the posts.
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Last edited by Trsnrtr; 07-27-17 at 04:29 PM.
#40
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I have literally hundreds of identical rides on Strava up the local 3,800 ft mountain, and the Strava reports all fall within 100 feet of each other. Android app.
I don't trust the % grade callouts on the short sections, but for overall elevation this is probably as precise as any bike altimeter.
I don't trust the % grade callouts on the short sections, but for overall elevation this is probably as precise as any bike altimeter.
But the apps don't leave us much to brag about. A 10 mile uphill roller coaster slog records as a puny 1% overall climb. Never mind the dozens of short 5%-11% grinds. Makes for great interval training when I have only an hour to ride. But it doesn't look impressive on Strava. On the plus side, I don't need to buy a trainer and find room for it indoors.
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#42
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#43
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^ Isn't there a really steep pitch at the very end of that climb?
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#44
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We don't have anything like that near Fort Worth. There are some 3-12 mile long grades of 1% overall with some segments up to .4 mile with short stretches of 11%.
Some of the steepest roller coasters are in upscale residential neighborhoods, usually overlooking golf courses. I alternate between those neighborhoods so they don't think I'm casing the joint.
Some of the steepest roller coasters are in upscale residential neighborhoods, usually overlooking golf courses. I alternate between those neighborhoods so they don't think I'm casing the joint.
#45
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Grade= feet / feet = meters /meters = sticks laid end to end vertically / sticks laid end to end horizontally = x%
Edit, since it may be impractical to lay sticks end to end horizontally, you can lay the end to end up the slope and determine the angle in degrees as arcsin(sleev/sleeUpSlope). O
nce you have this angle the grade is arctan of that.
Edit, since it may be impractical to lay sticks end to end horizontally, you can lay the end to end up the slope and determine the angle in degrees as arcsin(sleev/sleeUpSlope). O
nce you have this angle the grade is arctan of that.
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Grade= feet / feet = meters /meters = sticks laid end to end vertically / sticks laid end to end horizontally = x%
Edit, since it may be impractical to lay sticks end to end horizontally, you can lay the end to end up the slope and determine the angle in degrees as arcsin(sleev/sleeUpSlope). O
nce you have this angle the grade is arctan of that.
Edit, since it may be impractical to lay sticks end to end horizontally, you can lay the end to end up the slope and determine the angle in degrees as arcsin(sleev/sleeUpSlope). O
nce you have this angle the grade is arctan of that.
You don't have to lay a bunch of metre sticks end to end. Just use one.
Do I really have to post the how-to photos?
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#48
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ridewithgps is usually accurate. But they depend on known elevation points, and have to estimate the exact road height in between. This can be occasionally quite wrong on short, steep climbs. And it can be inaccurate locally on roads traversing a steep slope. The average grade, from (top elevation - low elevation) / distance is usually quite accurate.
I've seen a hill with a short 22% pitch in the middle reported as a 13% maximum grade. And a 10% or steeper hill showing as 5%.
One road was rebuilt some years ago, with a deep cut through the steep hilltop, so it now has a steady 6% grade, instead of the 11-12% previously. The satellite view shows the new road, but the Terrain map still has the old elevations.
Strava used to be quite inaccurate on some climbs -- I think they just used the first GPS recording data, and the device can be off calibration. A local bridge approach was reported to start 100 feet under water, for instance.
Measuring with a stick and a level
I actually did this years ago, on a local steep hill. I had a 2 foot level, and marked a stick with 4%, 6%, 8%... markings. So, checking the level, then holding the stick vertical against the downhill side, the grade is shown directly. (Of course, with a meter long metric level, you'd just read the cm marks on a ruler = grade percentage.)
It's interesting how short this vertical stick is! A 10% grade on a 24 inch level means the lower edge is only 2.4 inches off the ground. That seems to be a trivially shallow slope, until you try climbing the road.
I've seen a hill with a short 22% pitch in the middle reported as a 13% maximum grade. And a 10% or steeper hill showing as 5%.
One road was rebuilt some years ago, with a deep cut through the steep hilltop, so it now has a steady 6% grade, instead of the 11-12% previously. The satellite view shows the new road, but the Terrain map still has the old elevations.
Strava used to be quite inaccurate on some climbs -- I think they just used the first GPS recording data, and the device can be off calibration. A local bridge approach was reported to start 100 feet under water, for instance.
Measuring with a stick and a level
I actually did this years ago, on a local steep hill. I had a 2 foot level, and marked a stick with 4%, 6%, 8%... markings. So, checking the level, then holding the stick vertical against the downhill side, the grade is shown directly. (Of course, with a meter long metric level, you'd just read the cm marks on a ruler = grade percentage.)
It's interesting how short this vertical stick is! A 10% grade on a 24 inch level means the lower edge is only 2.4 inches off the ground. That seems to be a trivially shallow slope, until you try climbing the road.
Last edited by rm -rf; 07-27-17 at 08:59 PM.
#49
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% of grade
I am not clear why one needs a measurement of grade or elevation with a high degree of precision. I just look at my Garmin readout whenever I care. I would guess the readings are less than + or - 10% in variation. These are not satellite launch parameters.
#50
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Rise over run times 100. Done.
Run in miles (or kilometers) may have to be converted to feet (or meters) - Google can do this for you.
-Tim-
Run in miles (or kilometers) may have to be converted to feet (or meters) - Google can do this for you.
-Tim-