During halftime, all of the 12 footballs supplied by the New England Patriots were removed from the game by officials because they were underinflated. Here is the truth about what really happened.
The following events were observed the day of the game (01/18/2015):
The following events occurred after the day of the game:
The rules require the ball to weigh between 14 and 15 ounces, and that it must be inflated to between 12.5 and 13.5 pounds per square inch (psi).
No. Once the footballs are inflated to between 12.5 and 13.5 pounds per square inch (psi), the rules wrongly expect that pressure will stay the same during the entire game.
NO! 13 pounds is bowling-ball weight. A flying 13 lb. ball could kill someone.
The ball weighs between 14 and 15 ounces (16 ounces is one pound).
The air pressure in the ball is 13 pounds per square inch (psi).
And why is a "foot"-ball defined to be only 11 inches long?
It wouldn't be hard for someone to stick a ball needle into one football and deflate it somewhat without being seen. But it would be very hard for someone to deflate all of them to exactly the same lower pressure. That takes time, skill, and a pressure gage.
Very little, since the footballs are impounded in the officials' locker room during the times the game is not in actual play. During the times the game is in play, the footballs are in plain view, where any TV camera, security camera, or cell phone camera could record any tampering. Also, someone would have had to have tampered with the footballs again while they were impounded after the game, to raise the pressure for the examination by the officials.
McNally took all 12 of the primary Patriot footballs into a restroom just before the game, in violation of the rules. But one minute and 40 seconds gives him only 8 seconds per football to lower it by the same psi value for each ball. This is not enough time to do what the NFL claims.
They would need actual proof that someone intentionally committed an act to deflate the footballs used in the game.
He wanted to keep it as a souvenir of intercepting a pass in a playoff game. He said that he had not noticed anything wrong with that ball.
He didn't get to keep it, because the officials impounded it.
One of the special balls marked and used for kicking was still in the game after the kickoff. It was supposed to be changed out before a scrimmage play, but this had not been done.
Just like all other objects, footballs have to obey the laws of physics, including the gas laws. Changes in temperature, evaporating rain, and barometric pressure affect the pressure inside the football.
HeadSmart Labs found that similar weather changes caused an average 1.8 psi drop in football pressure.
He stated that the only way for the pressure to drop was for someone to let air out of the football. But this does not agree with the gas laws.
Some of the NFL officials also deny that it can happen.
Nye has been caught using bad science before. He has done this when siding with a liberal view (e.g. global warming caused by man, dangers from fracking, and hereditary homosexuality).
There are two requirements:
Absolute temperature is measured in Kelvins or Rankines. An absolute temperature scale has as its zero point absolute zero - the coldest anything can ever get.
Temperatures measured in degrees Celsius or degrees Fahrenheit are based on arbitrarily chosen zero points. They must be converted to one of the absolute scales to be used with the gas laws. Either scale will do, as long as all temperatures are converted to the same scale.
Absolute pressure is the pressure of some gas referenced to a vacuum.
Gage pressure is referenced to the ambient air pressure.
Gage pressure must be converted to absolute pressure to be used with the gas laws.
Footballs (and all inflatable sports balls) must obey the gas laws.
Note that temperatures in Kelvins or temperatures in Rankines can be used to calculate the temperature ratio. But with temperatures in Fahrenheit, it is easier to use Rankines.
In the following tables:
ini = initial
fin = final
abs = absolute
P = pressure (psi)
T = temperature
A = atmospheric pressure (psi)
B = barometric pressure (inHg)
Z = Volume expansion factor of the football.
CONVERSION | CALCULATE VALUE | UNITS |
---|---|---|
Convert temperature to absolute | T (R) = T (°F) + 460 [for more accuracy: 459.67] | °F, R (Rankine) |
Convert temperature from absolute | T (°F) = T (R) - 460 [for more accuracy: 459.67] | °F, R (Rankine) |
Convert gage pressure to absolute | P (abs psi) = P (gage psi) + A [if A is not known, use 14.7 psi (abs)] | psi (gage), psi (abs) |
Convert absolute pressure to gage pressure | P (gage psi) = P (abs psi) − A [if A is not known, use 14.7 psi (abs)] | psi (abs), psi (gage) |
Convert of barometric pressure (inHg) to psi | A (abs psi) = B (abs inHg) × 0.492 | inHg (abs), psi (abs) |
PHYSICAL EFFECT | VARIES WITH | CALCULATE EFFECT | UNITS |
---|---|---|---|
Change in temperature | Proportional Direct | P fin abs = (P ini abs) × (T fin abs) / (T ini abs) | psi, in Hg, °F |
Change in temperature | Proportional Direct | P fin gage = (P ini gage + A) × (T fin abs) / (T ini abs) - A | psi, in Hg, °F |
Wind Chill effect on temperature | Lowers Temperature | Aim an IR no contact thermometer at the football. | °F, mph, (rh)% |
Change in barometric pressure | Proportional Direct | P fin abs = P ini abs × (A fin abs / A ini abs) × Z | psi, Nt |
Humidity effect of temperature | Exponential Additive | Since condensation is complicated, it will not be shown here. |
The following are the physical reasons why these affect the pressure:
The last two are usually negligible.
The NFL officials reported they had the following readings:
The NFL officials and the National Weather Service reported the following temperatures:
Here are several possible scenarios, depending on original pressures and test room temperature:
All of the lines in the following tables are calculated from the following information using the gas laws:
Patriots' footballs:
Colts' footballs:
What Goodell demands:
C A S E |
Inflation Time | Kickoff Time | Halftime (no wind chill) | Halftime (with wind chill) | Test Next Day | |||||||||||||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
Temp | Press | Temp | temp chg ratio |
Press | Temp | temp chg ratio |
Press | WC Temp | temp chg ratio |
WC Press | Temp | temp chg ratio |
Press | |||||||||||||
val °F |
abs R |
gage psi |
abs psi |
val °F |
abs R |
abs psi |
gage psi |
val °F |
abs R |
abs psi |
gage psi |
val °F |
abs R |
abs psi |
gage psi |
val °F |
abs R |
abs psi |
gage psi |
|||||||
A | 78 | 538 | 12.5 | 27.2 | 52 | 512 | .952 | 25.9 | 11.2 | 39 | 499 | .928 | 25.2 | 10.5 | 31 | 491 | .913 | 24.8 | 10.1 | 68 | 528 | .981 | 26.7 | 12.0 | ||
B | 78 | 538 | 13.0 | 27.7 | 52 | 512 | .952 | 26.4 | 11.7 | 39 | 499 | .928 | 25.7 | 11.0 | 31 | 491 | .913 | 25.3 | 10.6 | 68 | 528 | .981 | 27.2 | 12.5 | ||
C | 78 | 538 | 13.5 | 28.2 | 52 | 512 | .952 | 26.8 | 12.1 | 39 | 499 | .928 | 26.2 | 11.5 | 31 | 491 | .913 | 25.7 | 11.0 | 68 | 528 | .981 | 27.7 | 13.0 | ||
D | 78 | 538 | 12.5 | 27.2 | 52 | 512 | .952 | 25.9 | 11.2 | 39 | 499 | .928 | 25.2 | 10.5 | 31 | 491 | .913 | 24,8 | 10.1 | 72 | 532 | .981 | 26.9 | 12.2 | ||
E | 78 | 538 | 13.0 | 27.7 | 52 | 512 | .952 | 26.4 | 11.7 | 39 | 499 | .928 | 25.7 | 11.0 | 31 | 491 | .913 | 25.3 | 10.6 | 65 | 525 | .976 | 27.0 | 12.3 | ||
F | 78 | 538 | 13.0 | 27.7 | 52 | 512 | .952 | 25.2 | 10.5 | 39 | 499 | .928 | 24.6 | 9.9 | 31 | 491 | .913 | 24.2 | 9.5 | 68 | 528 | .981 | 26.0 | 11.3 | ||
G | 52 | 512 | 13.0 | 27.7 | 52 | 512 | 1.00 | 27.7 | 13.0 | 39 | 499 | .974 | 27.0 | 12.3 | 31 | 491 | .959 | 26.6 | 11.9 | 65 | 525 | 1.025 | 28.4 | 13.7 | ||
H | 52 | 512 | 13.5 | 28.2 | 52 | 512 | 1.00 | 28.2 | 13.5 | 39 | 499 | .974 | 27.5 | 12.8 | 31 | 491 | .959 | 27.0 | 12.3 | 65 | 525 | 1.025 | 28.9 | 14.2 | ||
I | 78 | 538 | 13.0 | 27.7 | 52 | 512 | .952 | 27.7 | 13.0 | 39 | 499 | .928 | 27.7 | 13.0 | 31 | 491 | .913 | 27.7 | 13.0 | 68 | 528 | .981 | 27.7 | 13.0 |
K E Y |
Ball Pressure Color |
Football Pressure Deviation From Rule |
Set Pressure Color |
Initial Football Set Pressure |
Temperature Color |
Test Area Temperature |
||
---|---|---|---|---|---|---|---|---|
P < 10.5 psi (> 2 psi low) | 12.5 psi | 65 °F | ||||||
10.5 psi ≤ P < 11.5 psi (1 to 2 psi low) | 13.0 psi | 68 °F | ||||||
11.5 psi ≤ P < 12.5 psi (up to 1 psi low) | 13.5 psi | 72 °F | ||||||
Pressure is within NFL rules | Team Identification | |||||||
P > 13.5 psi (high) | Patriots | Colts | ||||||
If air was let out of footballs | Goodell Belief | Goodell "Fizzix" |
Note that the NFL didn't test any Colts' footballs the next day, so they didn't notice the overinflation.
Temperature Change Ratio is the multiplying factor applied to the temperature when the footballs were inflated or adjusted.
Note that in case F, where air is deliberately let out of the footballs, the halftime and next day readings are much lower than the readings the officials obtained. Thus, NO air was deliberately let out of the footballs.
Absolute Zero is the coldest anything can get. It is a total absence of energy.
Absolute temperature is a temperature scale with Absolute Zero as the zero point on the scale. These are four temperature scales. Two are based on absolute temperature, and two are based on common weather phenomena:
SI is used to indicate metric (system Internationale) units.
EN is used to indicate English (American) units.
SCALE | SYS | ° SIZE | ABSOLUTE 0 | SALT & ICE | H2O FREEZES | HOTTEST DAY | H2O BOILS | H2O SPAN ° |
---|---|---|---|---|---|---|---|---|
Rankine | EN | F ° | 0 | 459.67 | 491.67 | 559.67 | 671.67 | 180 |
Kelvin | SI | C ° | 0 | 255.37 | 273.15 | 310.93 | 373.15 | 100 |
Celsius | SI | C ° | -273.15 | -17.78 | 0 | 37.778 | 100 | 100 |
Fahrenheit | EN | F ° | -459.67 | 0 | 32 | 100 | 212 | 180 |
Only the kelvin and rankine scales are based on the actual heat energy in the gas. The others have arbitrary zero points, so their values are not useful for figuring energy content.
The scales were developed as more was discovered about temperature:
There are three ways to measure pressure:
Only absolute pressure measures all of the energy in the gas. The others leave out anything below standard air pressure.
Note that when using a mercury barometer to measure pressure in something as small as a football, the diameter of the measuring tube must be small. Otherwise, enough air to get the pressure reading is taken from the football, which also somewhat deflates the football. This produces a lower reading than the original absolute pressure in the football.
Only absolute pressure is related to the energy in the gas that is creating the pressure. The others have arbitrary zero points based on the pressure of the air, so they do not have all of the pressure in the reading.
They were all developed for different metric and English uses.
SI is used to indicate metric (system Internationale) units.
EN is used to indicate English (American) units.
PRESSURE SCALE - ABSOLUTE | SYS | VACUUM | STANDARD AIR | PURPOSE OF UNIT | DERIVATION OF UNIT | |
---|---|---|---|---|---|---|
A B S O L U T E |
Atmosphere (Atm) | EN | 0 atm | 1 atm | Pressure of Gases | Standard air pressure |
Pascal (Pa) | SI | 0 Pa | 101325 Pa | SI Metric Pressure Unit | 1 Newton / Square Meter | |
Millibar (mbar) = 1 Hectopascal (HPa) | SI | 0 mbar | 1013.25 mbar | Barometric Pressure | 100 Pa, .001 bar | |
Kilopascal (KPa) | SI | 0 KPa | 101.325 KPa | Metric Gas Pressure | 1000 Pa, .01 bar | |
Bar | SI | 0 bar | 1.01325 bar | Barometric pressure | 100000 Pa | |
Torr | SI | 0 torr | 760 torr | Barometric Pressure | millimeters of Hg column | |
Inches Hg | EN | 0 inHg | 29.92 inHg | Barometric Pressure | Inches of Hg column | |
Pounds Per Square Inch (psi) | EN | 0 psi | 14.69595 psi | American Gas Pressure | Pound per Square Inch | |
PRESSURE SCALE - ANEROID & GAGE | SYS | VACUUM | STANDARD AIR | PURPOSE OF UNIT | DERIVATION OF UNIT | |
G A G E |
Pascal (Pa) | SI | -101325 Pa | 0 Pa | SI Metric Pressure Unit | 1 Newton / Square Meter |
Kilopascal (KPa) | SI | -101.325 KPa | 0 KPa | Metric Gas Pressure | 1000 Pa, .01 bar | |
Bar | SI | -1.01325 bar | 0 bar | Pressure of Gases | 100000 Pa | |
Pounds Per Square Inch (psi) | EN | -14.69595 psi | 0 psi | American Gas Pressure | Pound per Square Inch |
Use the following procedure:
Note that this procedure assumes that expansion does not occur along the long dimension.
Note that this factor probably will not be needed. It is small.
Materials needed:
Procedure:
This is still being researched by the page author.
The best way to find it out is to use an infrared no-contact thermometer to measure the actual temperature of the football at the time it is needed. The page author's unit is shown at right.
For now, the wind chill chart for human beings is close enough if no reading is available.
There are several different kinds of wind chill:
This would be the dry bulb temperature of a psychrometer if the ambient wind can contact the dry bulb.
Examples of this:
This is the modified wet bulb temperature of a psychrometer where, instead of air being mechanically forced across the wet bulb, the ambient wind moves the air across the wet bulb. Nobody seems to have a formula for this.
Examples of this:
This is the wind chill in the wind chill tables the government publishes.
Examples of this:
The modified dry bulb temperature is the temperature of an ordinary thermometer, a dry surface measured with an infrared (IR) no-contact thermometer, or the dry bulb of a psychrometer that is exposed to the ambient wind, but not to sun or rain.
The reason for doing this is to find the temperature of a dry football, rather than calculating the humidity of the air.
This temperature can be taken several ways:
The modified wet bulb temperature is the temperature of an ordinary thermometer with a wet tissue or cloth on the bulb, a wet surface measured with an infrared (IR) no-contact thermometer, or the wet bulb of a psychrometer that is exposed to the ambient wind, but not to sun or rain.
The reason for doing this is to find the temperature of a wet football, rather than calculating the humidity of the air.
This temperature can be taken several ways:
Try this simple experiment.
Materials needed:
Procedure:
(Prepare to duck, as your wife throws things at you because you took the roast out of the freezer to make room for the football.)
* If a regulation football will not fit in the freezer, use a junior football and a pressure of 9 psi.
Sample data:
Experiment Data | Measurement 1 | Measurement 2 | Measurement 3 | |
---|---|---|---|---|
Case | Warm Room | Freezer | Warm Room | |
Measured Temperature F (°F) | 80 °F | 0 °F | 80 °F | |
Measured Gage Pressure G (psi) | G1: 13.0 psi | G2: 9.0 psi | G3: 12.9 psi | |
Find abs temperature T (Rankine) by adding 460 to F | T1: 540 R | T2: 460 R | T3: 540 R | |
Find abs pressure A (psi) by adding 14.7 psi to gage psi | A1: 27.7 psi | A2: 23.7 psi | A3: 27.6 psi | |
Calculation of new absolute pressure B | A1 X T2 / T1 = B2 | A2 X T3 / T2 = B3 | ||
Calculate new pressure B from temperature change | 27.7 psi X 460 R / 540 R = 23.596 | 23.7 psi X 540 R / 460 R = 27.821 | ||
Calculated absolute pressure B (rounded) | B2: 23.6 psi | B3: 27.8 psi | ||
Find gage psi P by subtracting 14.7 psi from abs psi | P2: 8.9 psi | P3: 13.1 psi | ||
Calculated | Observed | Calculated | Observed | |
Compare Calculated P and Observed G pressures | P2: 8.9 psi | G2: 9.0 psi | P3: 13.1 psi | G3: 12.9 psi |
No air left the footballs, and no air re-entered the footballs. Try the above experiment to find this out for yourself.
Note that the act of measuring can let a tiny amount of air out of the ball.
It is a fallacy that the only thing that affects the pressure inside a football is the number of air molecules inside the football.
The speed of air molecules depends on the absolute temperature of the air.
The pressure of the air against the inside of the football is a result of the air molecules hitting each other and hitting the inside of the envelope of the football. So changing the temperature changes the speed of the molecules.
Thus, the following happened during the game and the next day:
The temperature changed the pressure without any air leaving or entering the footballs.
It affects only inflatable pressurized balls that are used outdoors:
Yes: Temperature affects automobile tire pressure.
Cold weather reduces the pressure in your tires, even though no air leaks out. You must add more air
When the weather warms up, the pressure is then too high.
Calculation shows a 33.0 psi tire pressure at 80°F would reduce to 29.4 psi at 39°F. Only a driver in a pressure-sensitive vehicle would notice this change.
It probably has been noticed before, but nobody was ever claiming it was done deliberately before.
Several things combined to make it noticeable in this particular case:
This effect was never noticed before by players or officials. The following factors probably kept it from being noticed at any time before this game was played:
They made mistakes:
The page author also did this the first time he calculated it. That 14.7 psi of air pressure is easy to forget. But the physics book reminded him.
The legal NFL football pressure range for football pressure is only ±1.8 % (absolute pressure) or ±3.8 % (gage pressure).
The legal NFL football pressure range is stricter than most scientific measurements.
Two weeks after this game, the NFL announced that they had a person they were investigating. They said they were looking into what a ball handler was doing during the first half. He had taken several balls into a restroom, one by one. But he had just been drying them there.
Two days later, they announced that all but one of the footballs were 0.1 to 0.2 psi below the lower inflation limit of 12.5 psi.
The problem is that NFL officials are totally baffled by what happened.
They still don't seem to believe that the air pressure in a football can change without air being added to or taken out of the football. They should try the freezer experiment above.
Officials with their heads in the sand believe that the weather can't change the pressure in a football, so they told investigators to look for who was altering the air pressure in the footballs. They wrongly did not ask for any scientific review.
No.
They believe they have proof that the footballs were deflated from the pressure readings they got, because they have the false belief that temperature changes do not change the pressure inside a football.
Using the actual temperatures, the laws of physics predicted almost perfectly the pressures the officials measured on the field at halftime and indoors the next day, but this is true only if nobody let any air out of the footballs.
The laws of physics predicted this too. See the football pressure table above.
There are several other factors that don't quite measure up.
Note that the presence of 3 digits on the display does not mean that all three digits are always significant.
Note that the specification expressed as ±2 psi can express itself one or more of these three possible ways:
Note that the specification expressed as ± 5% can express itself one or more of these three possible ways:
Note that the specification usually does not tell you how much of each kind of error is in the instrument. It tells only the maximum error.
Specification | Full Scale | Half Scale | NFL Football at Exactly 13.0 psi | |||||||
---|---|---|---|---|---|---|---|---|---|---|
Accuracy | Method | Reading | Accuracy | Reading | Accuracy | Next Read | Min | Max | Useful? | Needed Spec |
±2 psi F S | Proportional | 40 psi | ±2 psi | 20 psi | ±1 psi | same | 12.3 psi | 13.7 psi | NO | ±0.3 psi |
±2 psi | Offset | 40 psi | ±2 psi | 20 psi | ±2 psi | same | 11.0 psi | 15.0 psi | NO | ±0.1 psi |
±2 psi | Successive | 40 psi | ±2 psi | 20 psi | ±2 psi | ±2 psi | 11.0 psi | 15.0 psi | NO | ±0.1 psi |
±2 psi | All 3 Equally | 40 psi | ±2 psi | 20 psi | ±1.7 psi | ±0.7 psi | 11.0 psi | 15.0 psi | NO | ±0.1 psi |
±5% | Proportional | 40 psi | ±2 psi | 20 psi | ±1 psi | same | 12.3 psi | 13.7 psi | NO | ±0.7% |
±5% F S | Offset | 40 psi | ±2 psi | 20 psi | ±2 psi | same | 11.0 psi | 15.0 psi | NO | ±0.25% |
±5% F S | Successive | 40 psi | ±2 psi | 20 psi | ±2 psi | ±2 psi | 11.0 psi | 15.0 psi | NO | ±0.25% |
±5% F S | All 3 Equally | 40 psi | ±2 psi | 20 psi | ±1.7 psi | ±0.7 psi | 11.6 psi | 14.4 psi | NO | ±0.25% |
The page author tried to buy a pressure gage with the accuracy needed for the reported pressures. He found the following, where either the price or the lack of accuracy made it impossible for him to do the above experiment with an accuracy of 3 significant digits:
The Legal Pressure Reading Range is the ball pressure with the benefit of any doubt for accuracy errors.
Specifications | Possible Readings at Exactly 13,0 psi | Legal Pressure Reading Range | ||||||
---|---|---|---|---|---|---|---|---|
Unit | Price | Full Scale | Accuracy | Low at 13.0 psi | High at 13.0 psi | Useful? | Lowest Legal | Highest Legal |
Needed Accuracy | ? | 30 psi | ±0.05 psi | 12.95 psi | 13.05 psi | Yes | 12.45 psi | 13.55 psi |
Wilson NCAA sport | $17 | 30 psi | ±2 psi | 11.0 psi | 15.0 psi | NO | 10.5 psi | 15.5 psi |
Champion tire | $16 | 60 psi | ±2 psi | 11.0 psi | 15.0 psi | NO | 10.5 psi | 15.5 psi |
Pep Boys tire | $16 | 60 psi | ±2 psi | 11.0 psi | 15.0 psi | NO | 10.5 psi | 15.5 psi |
Markworks sport | $46 | 20 psi | ±0.2 psi | 12.8 psi | 13.2 psi | Marginal | 12.3 psi | 13.7 psi |
Digi-Gage sport | $35 | 30 psi | ±0.4 psi | 12.6 psi | 13.4 psi | NO | 12.1 psi | 13.9 psi |
Dwyer sport | $13 | 50 psi | ±1 psi | 12.0 psi | 14.0 psi | NO | 11.5 psi | 14.5 psi |
Omega lab | $940 | 500 psi | ±0.1% full | 12.5 psi | 13.5 psi | NO | 12.0 psi | 14.0 psi |
Dwyer lab | $1100 | 1000 psi | ±0.05% full | 12.5 psi | 13.5 psi | NO | 12.0 psi | 14.0 psi |
Setra lab | $1500 | 100 psi abs (85.3 psi ga) |
±0.05 psi | 27.65 psi (12.95 psi) | 27.75 psi (13.05 psi) | Yes | 27.15 psi (12.45 psi) | 28.25 psi (13.55 psi) |
This means that pressures allowed by the NFL violate the specifications of the ball made for this purpose.
Tom Brady broke his cell phone. Roger Goodell claims it was done on purpose to keep the NFL from obtaining it. This is wrong for the following reasons:
The page author's wife dropped her cell phone and it broke. The replacement phone had not lost any of the saved data.
One possibility is that Brady threw the phone as hard as he could when he found out that Goodell was accusing him of tampering with football pressure.
Judge Berman ruled that Roger Goodell violated several laws on arbitration by not properly notifying Brady and others, and by not allowing the accused employees access to the evidence and investigators.
Goodell appealed the Judge's decision.
Amazingly, the evidence of the football pressures did not enter into the decision. If the judge had properly investigated this, Goodell would have absolutely no case.
There were several errors:
The problem is that the ruling says that Goodell has the legal right to impose the suspension, but it does not deal with the facts in the case. It let Goodell impose the penalty but did not cover whether or not the infraction really occurred.
So Goodell can reinstate the 4-game suspension. This wrongly punishes Tom Brady for something the evidence shows that he never did anything to cause.
Because Goodell still does not believe in the laws of physics, he wants to punish Brady for events that he believes Brady caused, but which were really caused by the weather.
The problem is that the ruling was about Goodell having the legal right to impose the suspension, but it again does not deal with the facts in the case.
NONE of these court decisions considered the scientific facts. They ruled on only whether or not Goodell has the power to decide.
The problem is that the old rule expects the pressure inside the football to remain the same during the entire game because no air enters or leaves the ball.
The rules do not specify anything about changes in temperature causing changes in the football pressure, because those who wrote the rules don't believe it can happen.
The old NFL rules require a pressure range tighter than the tolerances of most measuring equipment.
The measuring equipment the NFL uses is inadequate for detecting rules violations.
The problem is that the current rule still expects the pressure inside the football to remain the same during the entire game because no air enters or leaves the ball.
The rules still do not specify anything about changes in temperature causing changes in the football pressure, because those who wrote the rules still don't believe it can happen.
The NFL rules still require a pressure range tighter than the tolerances of most measuring equipment on the market.
The measuring equipment the NFL uses is inadequate for detecting rules violations.
The NFL must change its opinion on temperature affecting football pressure.
They believe in their "common sense" over real science:
But in this case, common sense is wrong.
They must be changed to provide for the fact that air temperature and wind chill can change the pressure inside a football
As long as the NFL leadership refuses to believe in the laws of the physics, the games are not being played fairly.