Can I go swimming with a 5 ATM watch?
Can I go swimming with a 5 ATM watch?
The above devices have been certified to 5ATM standards. This means that they are water resistant to up to 50 metres in depth for 10 minutes. They are now suitable for low-velocity and shallow-water activities, including swimming.
What is 5ATM in meters?
The ATM or “atmospheres” is the amount of pressure a watch can withstand. 5ATM will withstand pressures equivalent to about 50 meters, or 164 ft under water. It is important to note that this is a measure of pressure NOT depth.
How many meters are in an ATM?
Physical atmospheres to Metres of water
| 1 Physical atmospheres = 10.3326 Metres of water | 10 Physical atmospheres = 103.33 Metres of water |
|---|---|
| 5 Physical atmospheres = 51.6628 Metres of water | 50 Physical atmospheres = 516.63 Metres of water |
How many atmospheres are in a meter?
How many Atmospheres are in a Meter of Head? The answer is one Meter of Head is equal to 0.096759333155687 Atmospheres. Feel free to use our online unit conversion calculator to convert the unit from Meter of Head to Atmosphere.
What is swim 5 ATM?
50 meters
Water Rating Definitions
| Water Rating | Definition |
|---|---|
| 5 ATM, Swim | Withstands pressures equivalent to a depth of 50 meters |
| 10 ATM | Withstands pressures equivalent to a depth of 100 meters |
| Dive (up to stated depth in meters) | Tested to engineering standard EN13319 for dive compliance |
How do you convert from Celsius to ATM?
Subtract 273.15 to convert the temperature to degrees Celsius: 121.86 – 273.15 = -151.29.
How do you calculate ATM concentration?
Use the rearranged ideal gas law to determine the concentration. For example, with a temperature of 298 K and a pressure of 0.031 atm, the formula is 0.031 atm / (0.0821 atm * liter/mole * K) * (298 K). This is equal to 0.0013 mol/L, or moles per liter.
Can you convert ATM to moles?
According to the Ideal Gas Law, 1 mole of a gas that occupies a volume of 22.4 liters at 273 degrees Kelvin (0 degrees Celsius or 32 degrees Fahrenheit) exerts a pressure equal to 1 ATM.