Some golf course superintendents take a measure of clipping yield at each mowing. I wanted to look at those data for these reasons:
Golf course superintendents shared data with me from 5 locations:
What I’ve done here is rough, but I find it quite interesting. Please keep these things in mind when looking at the results:
These plots look at the GP and the yield, both on a scale of 0 to 1, across time, on a site by site basis. I wanted to see how the clipping yield was related to the GP. For the warm-season grass in Japan, the clipping yield and the GP track pretty closely, more so than the clipping yield and the temperature.
For cool-season grass in Japan, the GP and the yield have a similar trend, but the yield tracks with temperature even more cleanly.
These charts show the yield over time and the GP and the temperature at the Canada site; note that the data now are number of basket empties per day.
For New Zealand, the data are similar between sites. These charts show the yield, again in empties per day, plotted with GP and with temperature.
I think it is interesting to look at the relationship between GP and yield for all sites together. This is a bit messy.
Looking at the fraction of maximum yield for all locations actually makes more sense when plotted by temperature.
My thoughts at this point:
Measuring in liters (volume of clippings) is a bit more precise than empties per day. If this were to be a larger project from multiple locations, it would be nice to have those cleaner data.
The yield of bentgrass in Japan doesn’t drop much even when temperatures are well above the optimum. For the cool-season grasses at Canada and New Zealand, the temperatures didn’t get much above the optimum (20°C). Maximum yield was seen even at less than 15°C.
The data that match GP best are for warm-season grass at Japan. I think this is because the optimum temperature is always higher than the actual temperature. For cool-season grass, the optimum growth can occur across such a wide range of temperatures, and this makes the data messier for cool-season.
Even if these charts look messy, and there is not a clear relationship between GP and yield, I like GP. It gives a number in the range of 0 to 1, which is useful in a number of ways, it is potential, not reality, and it gives a warning when temperatures move away from the optimum in a way that linear representations of temperature does not.