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a.) Calculate the magnitude of Qc, the amount of heat lost in cooling.
b.) Calculate the work done during compression (a-b on the p-v diagram).
c.) Calculate the work done during combustion (b-c on the p-v diagram
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- -A tank contains o5mcef nitvogeA to 327?b) Ausuer part cajífthe te Som ahed the bemperenture is Vaised temperatureof 27ica)uhatwitt be A Eank Confarins o smief nitvogen ke pressure of tsAlo tm² anda the 2. to ftessure ifthe Velume is ncreased Palume remains fonstagt-At sufficiently high temperatures, the thermal speeds ofgas molecules may be high enough that collisions may ionize amolecule (that is, remove an outer electron). An ionized gas inwhich each molecule has lost an electron is called a “plasma.”Determine approximately the temperature at which air becomesa plasma.Liquid Solid (ice) Vapour T, T, To Temperature, T dP 1. At point d, evaluate Is this the Clapeyron or the dT Clasius-Clapeyron equation? When can you use these equations? Pressure, platm
- AT WHAT TEMPERATURE WILL BE R:M.S. VELDCLTY OF THE MOLECULES OFA GAS BE THeREE TIMES THAT AT NIP?-3. If p is pressure and y is coordinate, state, in the {MLT} system, what is the dimension of the quantities below? (a) oploy: (b) S p dy: (c) ở pla: () Vp.4) Calaulale the Rms velocibey of Calaulake the RMS velocites an N, malicue at 273.15K. Calculcade the RiMs arelreiky f an Or molecule at 273.15 k. Calculab the "Rms nelrecky of al It, molecule het 273. 15K. W Hz
- One Helium atom weighs 26.2 X 10-7 kg. How many He atoms would weigh 262 kg O a. 10° О. 107 Oc 10- O d. 10-749. Y The mean square Density of the speed of gas particles particles YA A B D AR2. Knudsen number variationA space capsule is 15.6 feet in diameter and weighs 22 metric tons at Earth sea level.(a) Calculate the Knudsen number for the capsule at Earth sea level. Assume a molarmass of 28.9 ×10−3 kg/mol, a molecular diameter of 0.36 nm, and a density of1.225 kg/m3.(b) Calculate the Knudsen number for the capsule as it is approaching the Interna-tional Space Station in low Earth orbit (LEO), 300 km above sea level during a pe-riod of extremely high solar activity. Assume a molar mass of 18.1 ×10−3kg/mol,a molecular diameter of 0.34 nm, and a density of 1.7 × 10−11 kg/m3.(c) Calculate the particle number density at LEO.
- Water vapor at a pressure 0f 2X10 N/m2 0nd a dempirature of as0°c is 0.32 x106 N/m2.following expanded to a yoessune of ec.For the low P.V1.25 this expanston determine: a. Pinal vapor condnion b. Syecipie haat transpan c. Changis in tntroyy SIDUFind the ratio rms velocity of Helium 2He“) and hydrogen (GH?) at constant temperature а. 1:4 O b. 1: v2 O c. 2: 1 O d. 1:2At what temperature, in Celsius, do hydrogen molecules have the same speed as oxygen molecules at 266.26 degrees Celsius? Plz solve with100% accuracy.
