A reader writes:
Is there such a thing as food with less than no calories?
You're supposed to be able to eat lettuce or celery or something, and the energy your body uses to digest it is more than you get out of it.
(Well, I don't really know if you're "supposed" to be able to or not, but I've certainly heard people say this.)
What about eating ice? Obviously you get no nutrition at all from that, but I've never seen a Get Thin By Eating Snow diet book, so I figure it's not practical.
Nat
There are foodstuffs that have very little "food energy". They're pretty much what you'd expect, and do include a lot of green vegetables.
But digestion is good at sucking energy out of food. Your body does better than break even, even when you're eating celery. It's not easy to gain weight eating nothing but undressed salads and vitamin supplements, but it's possible.
The eating-ice thing, in contrast, sounds like a great idea. But only if you make a particular mistake, having to do with the term "calorie".
There are 540 calories in a Big Mac. But the enthalpy of fusion of water is about 80 calories per gram. And then you need another calorie to heat one gram of water by 1°C; if your ice starts out a few degrees below zero and ends up at body temperature, that adds up. And the only place this energy can come from is your body's own reserves.
So you can more than offset the entire nutritional value of your hamburger by crunching up one lousy ice cube! Right?
Sorry, no. Because the "physics" calorie, the one being used on the melting-ice side of the equation, is one thousandth of the "dietary" calorie, on the food side of the equation.
(This is noticeable when the dietary calorie is clearly indicated, as "kcal", for instance. The modern metric alternative to the two kinds of calorie is the joule and kilojoule; fortunately, there's no colloquial tendency to call both of these units "joules".)
A hundred grams of celery is about 14 kcal. To offset only that much energy value, you'd need to eat more than a hundred grams of ice. A whole tray of ice cubes would probably do it; the ice-cube trays in my fridge hold about 160 grams.
So as few as 35 trays of ice cubes might compensate for a Big Mac!
Presuming, of course, that you actually can Freeze Yourself Thin at all.
The human body runs warm as a matter of course. If the ambient temperature is below body temperature, which it is for most humans most of the time, then the body's leaking heat all the time anyway, and eating cold stuff may change where the heat goes, more than it changes how much heat is lost.
This page at livestrong.com gives a ballpark figure of only one dietary calorie burned per ounce of ice eaten. 80 small calories of enthalpy of fusion per gram of ice, plus 40 small calories of heat to take the water from a bit below freezing to body temperature, times about 28 grams to the ounce, gives 3360 small calories or 3.36 dietary ones of raw heating power. If that only adds up to one extra dietary calorie burned, the tooth wear and ice-cream headaches don't seem like much of a trade-off. Especially since you don't actually get any ice-cream.
(If you really apply yourself to slimming via low temperatures, I would not put it past your body to decide that all this shivering indicates you're now living in a cold climate, so more incoming food should be directed towards creating a nice insulating layer of fat.)
Your natural basal metabolic rate is probably closer to 2000 kcal per day than it is to 1000. Adding a couple of dozen kilocalories to that by ice-eating may actually hurt more than doing an energy-equivalent amount of exercise.
(Exercise is not really a great way of burning calories. Run ten kilometres, burn 700 kcal. As a general rule, if you're not some sort of athlete or heavy manual labourer, exercise will make you fitter and stronger, but not thinner.)
Needless to say, Wikipedia has a page about negative-calorie food. And a funnier one about the "Negative Calorie Illusion".
Psycho Science is a regular feature here. Ask me your science questions, and I'll answer them. Probably.
And then commenters will, I hope, correct at least the most obvious flaws in my answer.