Saturn's moon Titan has a mass of 1.3452 x 1023 kg , a diameter of 5,150 km, and an atmosphere made mostly of N2 at a constant temperature of -179 degrees Celsius. Assume that the pressure at the surface is 50% more than on Earth. What is your best estimate of Titan's atmosphere's R constant?
Q: If the density of air is a constant 1.29 kg/m^3, how high does the Earth's atmosphere go if the…
A:
Q: what was the dollar amount of the gold that could have been extracted from 3.0 m3 of seawater?
A: volume of seawater= 3 m3= 3x106 cm3 density of seawater = 1.03 g/cm3 mass of seawater = density x…
Q: Pressure, temperature, and molar volume are often used in conjunction with each other to approximate…
A: From the law of ideal gas we have PV = RT and Universal gas constant is defined as R =PVT and it has…
Q: Calculate the steady state flux of nitrogen across a copper plate at 1200°C. The diffusion…
A: Given data, Gaussian diffusion constant D=2.5×10-11 m2/s Concentration gradient is given by,…
Q: The volume of an air bubble increases by a factor of 3.19 times as it rises from the bottom of a…
A:
Q: Questions to think about: What pressure is present on the top of Mt. Everest? Greater or less than…
A: Given, Pressure and Temperature at Mt. Everest
Q: Consider a hypothetical atmosphere consisting only of helium (mass = 4 amu) and argon (m = 40 amu).…
A: Step 1:Step 2:Step 3:
Q: Astronomers have recently discovered a new planet in a faraway solar system with a radius of roughly…
A: Given : Radius of the planet, R = 1211×103 m Atmospheric temperature, T = 562 °C = 835 K…
Q: You are an astronaut exploring a new planet in a distant solar system. This planet has an…
A: Given data: The atmospheric pressure on the planet is P=1000 mm of Hg. The oxygen content of the…
Q: In one observation, the column in a mercury barometer (as is shown in the figure) has a measured…
A: Solutionpressure measured using Barometer is given asP0=Pgh --(1)for given problem-P=13608*104kg/m3,…
Q: n a lab a ft long test tube contains gas (density equals 748.9 km/m3) and oil ( density equals to…
A: Pressure in a fluid varies with the distance as P=ρgh, where ρ is density of the fluid.
Q: Grizzly the sentient magical leprechaun is doing some calculations to account for pressure and…
A: Let us assume here that the air in the atmosphere is behaving like an ideal gas. If P is the…
Q: a diver finds the best corals at a depth of 10.0 m. the divers lung capacity is 2,40 L. the surface…
A: Depth is Initial volume is Initial temperature is Initial pressure is Final temperature is Final…
Q: What is the mass of your car if you inflate your tires to a gauge pressure of 34 psi and each tire…
A: Solution: As given Pg = gauge pressure of 34 psi A = 235 cm2
Q: A hot air balloon uses the principle of buoyancy to create lift. By making the air inside the…
A: Let m be the mass of the air inside the balloon.
Q: 20 C'eres is the largest asteriad in the Solar System. But witha mass of 9.38 x 10º kg, a radius of…
A: Given, T=-38.150CM=9.38×1020kgR=469.73 km
Q: Assume that the composition of the earth’s atmosphere is constant below an altitude of 100 km and…
A:
Q: Snorkels are U-shaped tubes that allow swimmers to breath while swimming just below the surface of…
A:
Q: Calculate the correction that needs to be applied to a T = 89°C if barometric pressure when…
A: We know that boiling point of liquid is dependent directly on the atmospheric pressure. More is the…
Q: A vertical tube that is closed at the upper end and open at the lower end contains an air pocket.…
A: The objective of the question is to find the volume of the air pocket when the tube is at a depth of…
Q: . The pressure at the surface of the planet Venus is 90 atm (90 times greater than on Earth). How…
A:
Q: Saturn's moon Titan has a mass of 1.3452 x 1023 kg , a diameter of 5,150 km, and an atmosphere made…
A:
Q: he highest building in Montreal is the ‘1 square building’, with a height of 203m. The atmospheric…
A: Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question and…
Q: A hot air balloon uses the principle of buoyancy to create lift. By making the air inside the…
A:
Q: The reservoir in Figure contains water and immiscible oil at a temperature of 20 ° C. What is the…
A:
Saturn's moon Titan has a mass of 1.3452 x 1023 kg , a diameter of 5,150 km, and an atmosphere made mostly of N2 at a constant temperature of -179 degrees Celsius. Assume that the pressure at the surface is 50% more than on Earth.
- What is your best estimate of Titan's atmosphere's R constant?
Trending now
This is a popular solution!
Step by step
Solved in 4 steps with 4 images
- Perfect vacuum refers to a region that is completely devoid of particles. Pressure in perfect vacuum would be zero. On Earth, achieving a perfect vacuum is quite difficult in practice. In a modern physics laboratory with state-of-the-art vacuum systems, one may achieve a pressure of 1 nPa (1 × 10-9 Pa). This is referred to as ultra-high vacuum. Suppose you have a vessel of volume 1 m³ filled with air at a temperature of 300 K (approximately room temperature). Suppose a vacuum system is used to pump air out of the vessel, reducing the pressure from an initial value of 101325 Pa (1 atm) to a final value of 1 nPA. Assume that the volume and temperature remain constant. Calculate the initial and final numbers of molecules in the vessel at atmospheric pressure and at ultra- high vacuum (1 nPa). Comment: Perhaps surprisingly, even at ultra-high vacuum there is still a large number of particles in the vessel: 0 « N; « N;.In a hurricane, the mean sustained wind velocity v (in meters per second) can be modeled by v(p) = 6.31013-p, where p is the air pressure in millibars at the center of the hurricane. Estimate the air pressure, p, at the center of the hurrican when the mean sustained wind velocity, (v(p)), is 60 meters per second. Round to the nearest hundredth. mbar Blank 1:I put air in the tires of my car during the summer, while it was 28.8 °C outside (about 83.8 °F). My tires say to fill them to a pressure of 203,000 Pa. Boltzmann's constant is 1.38 * 10 ^ - 23 * J / K A) If my tires have a volume of 0.0100 m³, how many air molecules are in the tire? N = molecules B) These tires go all summer without losing any air, however come fall the temperature drops down to 8.65 °C (about 47.6 °F). Assuming the volume doesn't change (because it doesn't) what is the new pressure in my tires? P=
- Problem 7: Suppose a table tennis ball has a diameter of 3.95 cm. Calculate the depth, in kilometers, to which Avogadro’s number of table tennis balls would cover the Earth. Assume the space between balls adds an extra 25.0% to their volume and assume they are not crushed by their own weight. The radius of Earth is 6.376 × 106 m.Dr. B uses his phone and the app phyphox to measure atmospheric pressure at different heights. At the first floor of the UMass W.E.B. DuBois Library he measures a pressure of 101300 Pa. He then takes the elevator to the roof of the library and measures a pressure of 100172 Pa. If the density of the air is 1.205kg/m33, what is the height of the library? a. 124 m b. 96 m c. 76 m d. 67 m e. 105 m1. A bicycle pump inflates a tire of volume 565 mL until the gauge pressure is 6.47 bar at a temperature of 21.7°C. (Note: the volume of the tire before and after it is "inflated" is 565 mL. Initially, the tire contains air at ambient atmospheric pressure.) (a) If the barometric pressure is 1.01 bar, what is the absolute pressure in the tire? (b) (c) How many moles of air does the tire contain? What volume of air at 1.01 bar and 21.7°C did the pump transfer?
- Jason wants to use a Pilates ball as a desk chair. The Pilates ball has a diameter of 65cm, and is filled to a recommended air pressure of 0.9 PSI. What is the average force of the air inisde the Pilates ball pushing out? If the ball is filled with carbon dioxide (CO2) at 22 degrees C, how many molecules of CO2 are in the ball? (Area of a sphere = 4pir^2, Volume of a sphere = 4/3pir^3)The following data are given for the pressure and temperature variation in air as a function of elevation: Elevation in [m] 0. Temperature in [°C]_pressure [atm] 28 1. 1000. 25 0.796 2000. 19 0.6314 3000. 12 0.4982 4000. 3 0.3905 5000. -1 0.3043 6000. 11 0.2356 You want to check if these measurements are correct. You are going to use a balloon and rise in the corresponding altitudes. If the balloon weighs 1000kg (all included, weight of yourself, equipment, inflated part etc) calculate the volume of inflated part of the balloon, so that the initial acceleration is 15m/s?. Assume that the balloon is a sphere and neglect the deflated part of the balloon as far as volume is concerned. Can you verify all measurements with this volume of the balloon? What kind of adjustments do you need to make in order to complete your mission?Which of the following is true for the situation below? po is the atmospheric pressure, p is the density of the mercury. Pgas - Mercury 16 cm 6 ст Pgas = PO Pgas + Pg(0.06m) = PO Pgas = Po + pg(0.10m) Pgas = Po + pg(0.16m) O Pgas + Pg(0.10m) = Po %3D pgas + pg(0.16m) = Po Pgas = Po + pg(0.06m)