A Styrofoam cooler has a surface area of 2,700 cm2 and a wall thickness of 3.00 cm. Styrofoam has a coefficient of thermal conductivity of 0.010 W/m °C. A 2.00 kg block of ice is placed inside the cooler that has a temperature inside of 2°C. When the temperature outside is 30.0°C, the ice lasts for 8.00 hours. If the temperature outside becomes 20.0°C, then how long will the ice last?
amount of heat transferred Q = K*A*dt*t/l
when the temperature outside = 30
Q = 0.01*2700*10^-4*(30-2)*8*60*60/0.03
when the temperature outside = 20
Q = 0.01*2700*10^-4*(20-2)*x*60*60/0.03
therefore
0.01*2700*10^-4*(20-2)*x*60*60/0.03 = 0.01*2700*10^-4*(30-2)*8*60*60/0.03
x = 12.4 hours
A Styrofoam cooler has a surface area of 2,700 cm2 and a wall thickness of 3.00...
A Styrofoam cooler with a thermal conductivity of 0.042W/(m°C) has a surface area of 1.0m2 and a thickness of 2.5cm. 5.0kg of ice at 0°C is stored inside and the outside temperature is 35°C. If heat transfer occurs only through conduction, how long does it take for all the ice to melt?
1. A styrofoam cooler is a perfect cube (i.c. normal box shape) that is 0.35 m on as side. The thickness of the sides is 0.0055m. Assume the cooler also has a top (or lid) of the same thickness as the sides. The cooler is made completely of styrofoam (k = 0.010 J/sm."C). The cooler is partially filled with 15,0 liters of water (m- 15.0 kg) and 5.00 kg of ice. a. What is the total surface area of the...
part 1: A window has a glass surface of 3810 cm2 and a thickness of 8.8 mm. Find the rate of energy transfer by conduction through this pane when the temperature of the inside surface of the glass is 70◦F and the outside temperature is 80 ◦F. Assume the thermal conductivity of window glass is 0.8 J/s · m · ◦ C . Answer in units of kW. Part 2: Find the rate of energy transfer for the same inside...
Main Menu Contents Course Content - Styrofoam Cooler • T otes verdade Print Info A styrofoam cooler (K = .030 W/m° C) has outside dimensions of 0.170 m x 0.210 mx 0.340 m, and an average thickness of 3.0 cm. About how long will it take for 2.60 kg of ice at 0° to melt in the cooler if the outside temperature is 24.0°? Som A Thes 0/20 e Post Discussion Send Feedback
The Styrofoam™ box in is used to keep drinks cold at a picnic. The total wall area (including the lid) is 0.80 m^2, and the wall thickness is 2.0 cm. The box is filled with ice and cans of cola, keeping the inner surface at 0 ∘C. What is the rate of heat flow into the box if the temperature of the outside surface is 30 ∘C? How much ice melts in one day (24 h)? This same Styrofoam™ cooler...
A cooler is a closed container in the shape of a cube, each side 0.5 m in length, and made of polystyrene foam with a thermal conductivity k = 0.010 W /m K. The foam is 5 millimeters thick on all sides. The cooler contains 40 kg of ice and the inside temperature is a constant 0◦C. If the temperature outside the cooler is a constant 25◦C, calculate the power P and the total energy Q conducted through the cooler...
The dimensions of ice box cooler are 40 x 40 x 40 cm. Each wall is 4.5 cm thick and is made of plastic. If outside temperature is 24 0 C and icebox maintains interior temperature is 00 C . Thermal conductivity of plastic, k = 0.032 W/(K. m).. How much ice melts in 2 hours?
A concrete wall of a house is 45 cm thick and has a surface area 20m x 5 m. The inside temperature of the wall is 47 °C and the outside air temperature is 14 °C. Thermal conductivity of the concrete wall is 0.8 W/mK. Calculate the heat transfer rate through the wall by conduction and its thermal resistance.
The surface of a furnace wall is at a temperature of 1350oC. The outside wall temperature is 42oC. The furnace wall is made of 25 cm of refractory material having a thermal conductivity of 1.4 W/moK. The outside wall is steel, 1 cm thick with thermal conductivity of 47 W/moK. Calculate the thickness in meters of brick to be installed in between the refractory material and steel if its thermal conductivity is 0.28 W/moK and the heat loss is not...
. A granite wall has a thickness of 0.50 m and a thermal conductivity of 2.1 W/(m · C°). The temperature on one face of the wall is 5.2 °C and 20.0 °C on the opposite face. How much heat is transferred in one hour through each square meter of the granite wall?