Questions LLC
Login
or
Sign Up
Ask a New Question
Science
Physics
How deep can a snorkel diver dive if the maximum gauge pressure on the thorax cannot exceed 10.9 kPa? Hint: density of seawater = 1.015g/cm3
1 answer
Are you sure about the 10.9 kPa number? That is only about 0.1 atmospheres gauge pressure. You get that at a depth of only about 1 meter.
You can
ask a new question
or
answer this question
.
Similar Questions
A scuba diver takes a tank of air on a deep dive. The tank's volume is 10 L and it is completely filled with air at an absolute
Top answer:
P/T is a constant at constant (tank) volume and amount (moles) of gas. T must be an absolute
Read more.
When you scuba dive, the added pressure due to the water varies directly with your depth. At 20 feet, the added pressure is
Top answer:
To answer these questions, we need to use the concept of direct variation and apply it to the given
Read more.
A diver accustomed to standard snorkel tubing of length 25 cm tries a self-made tube of length 8.6 m. During the attempt, what
Top answer:
you can use the density of water and the depth to find the pressure the "rule of thumb" for diving
Read more.
hello, I hope you can help...
A diver accustomed to standard snorkel tubing of length 25 cm tries a self-made tube of length 8.6
Top answer:
hello (again) 8.6 meters is 860 cm if you picture a stack of 860 cm cubes of water, what is the
Read more.
A scuba diver must decompress after a deep dive to allow excess nitrogen to exit safely from his bloodstream. The length of time
Top answer:
The pressure at the depth d p1= ρ•g•d + p (atm) =1024•9.8•18.9 + 101325 =2.91•10 ⁵ Pa,
Read more.
A scuba diver must decompress after a deep dive to allow excess nitrogen to exit safely from his bloodstream. The length of time
Top answer:
Assume: P0-pressure at 4500m above sea level. P1-pressure at sea-level P2- pressure at depth of
Read more.
A diver thinks that if a typical snorkel tube of 0.13 m length works, then a tube of length 6.2 m should also work. When trying
Top answer:
To determine the pressure difference between the external pressure on the diver's chest and the air
Read more.
What would the gauge pressure be on a diver in atmospheres if she could dive to a depth of one km in sea water? One atmosphere
Top answer:
To find the gauge pressure on a diver one kilometer deep in sea water, we can make use of the
Read more.
The human lungs can function satisfactorily up to a limit where the pressure difference between the outside and inside of the
Top answer:
the weight of a 1 meter tube of water h meters high... weight=9.8*1025*h*1m^2 N pressure= 9.8*1025*h
Read more.
The human lungs can function satisfactorily up to a limit where the pressure difference between the outside and inside of the
Top answer:
didn't I respond to this earlier? What did you not understand on that?
Read more.
Related Questions
how do i figuire this problem out?
.. A deep-sea diver must descend and ascend in short steps to equalize pressure on his body.
A diver is on the 10 m platform, preparing to perform a dive. The diver’s height above the water, in metres, at time t can be
The graph represents the path of a person jumping off of a diving board. What is happening at time x=1 second?
(1 point)
If a high-diver performs a handstand dive (falls vertically) from a platform and enters the water with a velocity of 18.98 m/s,
A diver can withstand a maximum pressure of 3x10^5 Pa. What maximum depth can he reach in seawater?
A deep-sea diver must descend and ascend in short steps to equalize pressure on her body. If the diver rises
toward the surface
A basketball is inflated in a garage at 25 degrees C to a gauge pressure of 8.0 psi. Gauge pressure is the pressure above
Deep-sea divers commonly use oxygen blended with an inert gas. The partial pressure of oxygen changes according to the needed
The pressure on a scuba diver at sea level is 14.7 pounds per sq inch (psi). The pressure increases 0.445 psi for each foot of
The pressure gauge on a tank registers the gauge pressure, which is the difference between the interior and exterior pressure.