FarmerDan
5 year old buck +
I should probably let this alone, but what do I know about what I should and shouldn't do. I have a theory and your welcome to pick at it. Well, I guess I'm not ready to put it down. Let's just say it involves changing spring - frost freeze dates going from southern to northern latitudes. First and last frost dates are tricky. I think when we ask for the typical last or first frost date we get the date when there's a 50-50 chance before or after that date. And then temperature equates to frost how? Anyhow, I had this slug of data from the National Weather Service that is complicated. The "normal" frost date is the average over 30 years. Averages come with deviations, and with deviations come probabilities.
Let me just put this table up here and try to explain it. It's the beginning. Not the end. This slug of date is for NWS COOP ground recording stations. Each comes with a latitude (and a longitude - and an elevation). I don't know where to go from here. Umm, for this example I used the date where, on average, there's only a 30% of a 32-degree temperature after that date. In round terms, every time you jump a 10% probability you add or subtract 5 to 10 days.
My data set has 3,274 stations - points where temperatures were recorded over a 30-year period. I deleted AK and HI.
Then I (well my computer) averaged "last frost dates" at one degree latitude intervals. I know there are problems because I don't know how many stations are in each sample, and I've not controlled for elevation. But, it's Friday and it's after six.
So, I guess I would read the table like this. Selinsgrove, PA, the home of Blue Hill Nursery, is at about 40-degrees north latitude. If my table has any validity, on May 10 there's a 30% probability of a frost. If I'm an apple tree, I like the odds. I'm going to take a swing at western Kentucky, southwestern Kentucky where the latitude is 37-degrees and the average last frost date used here is April 25th, a difference of 15 days.
By the way, figure out your latitude and drop the decimal part. Then, go to the table and find the corresponding whole number - make 37.5896 degrees 37 degrees. Look at that line on the chart. The "frost-free" date on the 37 degree line is the average date for all stations between 37 and 38 degrees.
Based on all the crap above, there must be a pony in here somewhere!

Let me just put this table up here and try to explain it. It's the beginning. Not the end. This slug of date is for NWS COOP ground recording stations. Each comes with a latitude (and a longitude - and an elevation). I don't know where to go from here. Umm, for this example I used the date where, on average, there's only a 30% of a 32-degree temperature after that date. In round terms, every time you jump a 10% probability you add or subtract 5 to 10 days.
My data set has 3,274 stations - points where temperatures were recorded over a 30-year period. I deleted AK and HI.
Then I (well my computer) averaged "last frost dates" at one degree latitude intervals. I know there are problems because I don't know how many stations are in each sample, and I've not controlled for elevation. But, it's Friday and it's after six.
So, I guess I would read the table like this. Selinsgrove, PA, the home of Blue Hill Nursery, is at about 40-degrees north latitude. If my table has any validity, on May 10 there's a 30% probability of a frost. If I'm an apple tree, I like the odds. I'm going to take a swing at western Kentucky, southwestern Kentucky where the latitude is 37-degrees and the average last frost date used here is April 25th, a difference of 15 days.
By the way, figure out your latitude and drop the decimal part. Then, go to the table and find the corresponding whole number - make 37.5896 degrees 37 degrees. Look at that line on the chart. The "frost-free" date on the 37 degree line is the average date for all stations between 37 and 38 degrees.
Based on all the crap above, there must be a pony in here somewhere!

Last edited: