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Problemas de Termodinámica: Aplicaciones Prácticas, Ejercicios de Ingeniería Civil

Termodinamica aplicada a ejercicios

Tipo: Ejercicios

2022/2023

Subido el 11/04/2023

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TERMODIN ´
AMICA
LISTA DE EJERCICIOS No1
WILLIAM OSWALDO SOSA CORREA
Universidad Pedag´ogica y tecnol´ogica de Colombia.
1. Un soldador llena un tanque de 0.0750
m3con ox´ıgeno (masa molar = 32.0
g/mol) a una presi´on manom´etrica de
3,00×105Pa y una temperatura de 37.0
0C. El tanque tiene una fuga, y con el
tiempo se escapa algo de ox´ıgeno. Cier-
to d´ıa en que la temperatura es de 22.0
0C, la presi´on manom´etrica del ox´ıgeno
en el tanque es de 1,80×105. Calcule: a)
La masa inicial de ox´ıgeno; b) la masa
que se fug´o. m3
2. A una altura de 11,000 m (altura de cru-
cero t´ıpica de un jet comercial), la tem-
peratura del aire es de 56.50Cy su
densidad es de 0.364 kg/m3. Determine
la presi´on de la atm´osfera a esa altura.
(La temperatura a esta altura no es la
misma que en la superficie).
3. At a time of 100000 years after the first
instant of the Big Bang at the begin-
ning of the Universe, the temperature
was about 1,0×104K, and the density
of the hot gas filling the Universe was
about 1,0×1016 kg/m3. By mass, this
gas con- sisted of 75 % H atoms (not mo-
lecules) and 25 % He atoms. (a) Calcu-
late the number of atoms per unit vo-
lume. (b) Calculate the pressure contri-
buted by these atoms. (c) Calculate the
rms speed of the H atoms and of the He
atoms.
4. The Mediterranean loses a large volume
of water by evaporation. The loss is ma-
de good, in part, by currents flowing into
the Mediterranean through the straits
joining it to the Atlantic Ocean and the
Black Sea. Calculate the rate of evapora-
tion (in km3/h) of the Mediterranean on
a clear summer day from the following
data: the area of the Mediterranean is
2,9×106km2, the power per unit area
supplied by sunlight is 1,0×103W/m2,
and the heat of vaporization of water is
2,43 ×106J/kg (at a temperature of 21
0C). Assume that all the heat of sunlight
is used for evaporation.
5. A glass mug has a mass of 125 g when
empty. It contains 180 g of coffee, and
both the mug and the coffee are at 70
0C. You add 15 g of cream at 5 0Cto
the coffee. Assuming the mugcoffee sys-
tem is isolated, find the common final
temperature. Assume that coffee has the
same specific heat as water and that the
cream has a specific heat of 2900 J/kg.
0C.
6. The pendulum (rod and bob) of a pen-
dulum clock is made of brass. (a) What
will be the fractional increment in the
length (∆L/L) of this pendulum if the
temperature increases by 20 0C? What
will be the fractional increase in the
period of the pendulum? (b) The pen-
dulum clock keeps good time when its
tempera- ture is 15 0C. How much time
(in seconds per day) will the clock lose
when its temperature is 35 0C?
7. A simple gadget for heating water for
showers consists of a black plastic bag
holding 10 liters of water. When hung
in the sun, the bag absorbs heat. On a
clear, sunny day, the power delivered by
sunlight per unit area facing the Sun is
1,0×103W/m2. The bag has an area of
0.10 m2facing the Sun. How long does
it take for the water to warm from 20
pf2

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TERMODIN ´AMICA

LISTA DE EJERCICIOS N o 1

WILLIAM OSWALDO SOSA CORREA

Universidad Pedag´ogica y tecnol´ogica de Colombia.

  1. Un soldador llena un tanque de 0. m^3 con ox´ıgeno (masa molar = 32. g/mol) a una presi´on manom´etrica de 3 , 00 × 105 Pa y una temperatura de 37. (^0) C. El tanque tiene una fuga, y con el tiempo se escapa algo de ox´ıgeno. Cier- to d´ıa en que la temperatura es de 22. (^0) C, la presi´on manom´etrica del ox´ıgeno en el tanque es de 1, 80 × 105. Calcule: a) La masa inicial de ox´ıgeno; b) la masa que se fug´o. m
  2. A una altura de 11,000 m (altura de cru- cero t´ıpica de un jet comercial), la tem- peratura del aire es de — 56.5^0 C y su densidad es de 0.364 kg/m^3. Determine la presi´on de la atm´osfera a esa altura. (La temperatura a esta altura no es la misma que en la superficie).
  3. At a time of 100000 years after the first instant of the Big Bang at the begin- ning of the Universe, the temperature was about 1, 0 × 104 K, and the density of the hot gas filling the Universe was about 1, 0 × 10 −^16 kg/m^3. By mass, this gas con- sisted of 75 % H atoms (not mo- lecules) and 25 % He atoms. (a) Calcu- late the number of atoms per unit vo- lume. (b) Calculate the pressure contri- buted by these atoms. (c) Calculate the rms speed of the H atoms and of the He atoms.
  4. The Mediterranean loses a large volume of water by evaporation. The loss is ma- de good, in part, by currents flowing into the Mediterranean through the straits joining it to the Atlantic Ocean and the Black Sea. Calculate the rate of evapora- tion (in km^3 /h) of the Mediterranean on

a clear summer day from the following data: the area of the Mediterranean is 2 , 9 × 106 km^2 , the power per unit area supplied by sunlight is 1, 0 × 103 W/m^2 , and the heat of vaporization of water is 2 , 43 × 106 J/kg (at a temperature of 21 (^0) C). Assume that all the heat of sunlight is used for evaporation.

  1. A glass mug has a mass of 125 g when empty. It contains 180 g of coffee, and both the mug and the coffee are at 70 (^0) C. You add 15 g of cream at 5 0 C to the coffee. Assuming the mugcoffee sys- tem is isolated, find the common final temperature. Assume that coffee has the same specific heat as water and that the cream has a specific heat of 2900 J/kg. (^0) C.
  2. The pendulum (rod and bob) of a pen- dulum clock is made of brass. (a) What will be the fractional increment in the length (∆L/L) of this pendulum if the temperature increases by 20 0 C? What will be the fractional increase in the period of the pendulum? (b) The pen- dulum clock keeps good time when its tempera- ture is 15 0 C. How much time (in seconds per day) will the clock lose when its temperature is 35 0 C?
  3. A simple gadget for heating water for showers consists of a black plastic bag holding 10 liters of water. When hung in the sun, the bag absorbs heat. On a clear, sunny day, the power delivered by sunlight per unit area facing the Sun is 1 , 0 × 103 W/m^2. The bag has an area of 0.10 m^2 facing the Sun. How long does it take for the water to warm from 20

(^0) C to 50 0 C? Assume that the bag loses no heat.

  1. An ice-making plant consists of a ther- mal machine extracting heat from a well- insulated box. The temperature in the icebox is -5 0 C and the temperature of the ambient air is 30 0 C. Water, of an initial temperature of 30 0 C, is placed in the icebox and allowed to freeze and to cool to -5 0 C. If the ice- making plant is to produce 10 000 kg of ice per day, what power in W is required by the thermal engine?