I used to think the effect of temperature to air density would have negligible effect on the disc, however I stumbled upon an article on cycling, where it was said "If the air pressure is constant at 1000 kPa, then the air density at 25 degrees Celcius (77 degrees Fahrenheit) will be around 1.169 kg/m3 while at -5 degrees Celcius (23 degrees Fahrenheit) the air density will be 1.3011 kg/m3 — about 10-percent higher, and the drag would also be increased by 10 percent." 10% is significant enough to be noticeable, and the temperature difference between warm summer day and cold winter day can in many places be much larger than the temperatures used in that example, so there can be more than 10% difference in drag.