Weird Science

How to Make Water Boil at Room Temperature

Polish ver­sion is here

What Is Boi­ling?

In phy­sics, boi­ling is the pro­cess of a liquid trans­for­ming into a gas. During boi­ling, bub­bles of satu­ra­ted vapor form within the liquid. While eva­po­ra­tion occurs at any tem­pe­ra­ture, boi­ling is uni­que because it occurs thro­u­ghout the entire liquid, but only at its boi­ling point. Boi­ling requ­i­res a con­ti­nu­ous input of energy, making it a first-order phase tran­s­i­tion.

It’s impor­tant to note that boi­ling can occur at any tem­pe­ra­ture, as long as the pres­sure con­di­tions are right. This is pos­si­ble between the tri­ple point and the cri­ti­cal point of a sub­stance. For a given exter­nal pres­sure, a liquid boils at a spe­ci­fic tem­pe­ra­ture, known as its boi­ling point.

As exter­nal pres­sure incre­a­ses, so does the boi­ling tem­pe­ra­ture, because the vapor pres­sure must equal the exter­nal pres­sure for boi­ling to occur. This rela­tion­ship is descri­bed by the ideal gas law. Under stan­dard atmo­sphe­ric pres­sure (1 atm or 101.3 kPa), water boils at 100°C (212°F).

The boi­ling point is highly depen­dent on pres­sure. When the pres­sure is lower than 1 atm, water boils at a tem­pe­ra­ture below 100°C (212°F). This prin­ci­ple allows us to per­form a sim­ple but fasci­na­ting expe­ri­ment!

Let’s Try It!

All you need is a new, air­ti­ght medi­cal syringe. You can buy one at any phar­macy for just a few cents. A 5 mL syringe works best, but other sizes will work too.

The expe­ri­ment is very sim­ple to per­form. First, draw a small amo­unt of room-tem­pe­ra­ture water into the syrin­ge—1 to 2 mL (0.03–0.07 fl oz) is eno­ugh. Press the plun­ger to remove any visi­ble air bub­bles from the syringe. Next, firmly seal the noz­zle with your fin­ger and pull the plun­ger back as hard as you can. If the syringe is air­ti­ght, the inter­nal pres­sure will drop eno­ugh for the water to start boi­ling at room tem­pe­ra­ture, visi­ble as the for­ma­tion of vapor bub­bles thro­u­ghout the liquid.

Using the appro­priate form of the ideal gas law, you can even cal­cu­late how much the inter­nal pres­sure has decre­a­sed based on the water tem­pe­ra­ture.

Enjoy your expe­ri­ment!

Fur­ther rea­dings:

Marek Ples

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