Module : Heat Transfer – Free Convection and Radiation Laboratory
Date : 22nd March 2012
CONTENTS
INTRODUCTION 3
AIMS & OBJECTIVES 3
Objectives 3 To investigate Free Convection and Radiation 3 Theory 3
EXPERIMENT 3
Apparatus Used 3 Procedure 4
RESULTS, CALCULATIONS, OBSERVATIONS & CONCLUSIONS 5
Observations During Tests 5 Table 1 5 Table 2 5
Calculations 6
Calculating Power (Watts) 6 Calculating Heat Transfer Emissivity (Ɛ) 6 Emisssivity of a black body 6 Calculating Q rad 6 Calculating Q rad 6 Calculating Q conv 7 Equation for Free Convection 7 Percentage values calculation 7 Absolute Pressure calculation 7 Graph of Pressure Against Temp Difference 8
Conclusions 8
Conclusion
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|TEL –TV (K) |(Mb)^1/4 |W |W |% |% | WM^-2K^-1 |
|144 |2^1/4 = 1.19 |4.87 |1.14 |81 |19 |2.57 WM^-2K^-1 |
|133 |16^1/4 = 2 |4.31 |1.66 |72 |28 |4.06 WM^-2K^-1 |
|123 |61^1/4 = 2.79 |3.81 |2.13 |64 |36 |5.64 WM^-2K^-1 |
|111 |203^1/4 = 3.77 |3.25 |2.71 |55 |45 |7.95 WM^-2K^-1 |
|97 |503^1/4 = 4.73 |2.68 |3.24 |45 |55 |10.88 WM^-2K^-1 |
|87 |1018^1/4 = 3.22 |2.27 |3.65 |38 |62 |13.66 WM^-2K^-1 |
Table 2
Calculations
Heat losses in the connecting leads Q = (0.94 x Volts x Amperes) in watts
Calculating Power (Watts)
Power = Volts x Amperes (Watts)
Power = 8.21volts x 0.779 amps = 6.39 (W) x Heat loses
Power = 6.39 (W) x 0.94 = 6.01 Watts
Heat Transfer = 0.94 x 8.21 x 0.779 = 6.01 watts
Calculating Heat Transfer Emissivity (Ɛ)
Emisssivity of a black body ( copper ) = 1
If Ɛ = >1 Use Ɛ = 0.97 to calculate Q rad
Ɛ = Q rad Joules or Watts A x σ x
The purpose of this lab is to figure out the mass percentage of copper in a penny. Furthermore, by doing this lab we will practice using a spectrophotometer and review the names of equipment such as volumetric glassware, pipets, and volumetric flasks.
Calorimetry is the science of measuring the change in heat absorbed or released during a chemical reaction. The change in heat can tell us if the reaction is either exothermic - it released or heat into surroundings, or endothermic - it absorbed heat from surroundings. The device used to measure calorimetry is a calorimeter. A calorimeter can range from very expensive lab ones to coffee styrofoam cups but they are all tightly sealed in order to prevent heat from escaping.
Is this reaction endothermic or exothermic? What does that mean and how do you know? (~3 sentences)
The aim of the experiment will be to investigate how varying water temperatures influence the time of a chemical reaction, in this case being, a combination of Sodium Thiosulfate and Hydrochloric Acid.
Weight 30 dry pre-82 pennies which get 89.77g, using 30ml initial volume measuring the volume of 30 pennies, record the data 10.0ml. Using equation Density= Mass/Volume, get the density of the pre-82 pennies is 8.98g/ml. Then calculate the error%=0.10%, and the deviation%=1.29%.
The first trial that contained 10 mL of NaOH and 10 mL of CH3COOH produced a ΔHrxn of -13.11 kJ/m. The second trial, which contained 15 mL of NaOH and 5 mL of CH3COOH resulted in a ΔHrxn of -7.864 kJ/m. Based on the literature value of NaOH CH3COOH, -57.5 kJ/m, we were off by 44.39 kJ/m in the first trial, and 49.64 kJ/m in the second trial.
The purpose of this experiment was to find, compare, and contrast the mass, volume, and densities of copper and zinc pennies. Information about the pennies was acquired before the start of the lab. The pre-lab research stated that any pennies that were minted before 1982 are composed of pure copper, while any pennies after 1982 are made out of zinc. The densities of copper -- 8.96 grams per centimeters cubed -- and zinc -- 7.13 grams per centimeters cubed -- were also information that was acquired before starting the experiment. With knowing the density of the two metals, this hypothesis was formed: If the mass and volume of pennies made out of zinc and copper are both measured, then the copper pennies will have a greater mass, because copper has a greater density than zinc. This hypothesis was formed because density equals mass over volume and if the mass is greater in an object that has the same volume, then the density of the object will be greater than the other.
The Panasonic Lumix DMC TS30 comes with a resolution of 16.10 Megapixels with a Sensor size of 1/2.33 inch. The Lens flaunts a 4.00x zoom (25-100mm eq) quality, enabling distant object to appear closer through the lens. With an ISO of 100-1600 and a Shutter speed of 60 (minimum) and 1/1300 (maximum), the Panasonic Camera comes with the dimensions of 4.1 x 2.3 x 0.8 in.(104 x 58 x 20 mm). the Camera weighs about 5.1 oz ((144 g)includes batteries).
Measure the initial width, length, and thickness of the steel specimen using a Dial Caliper. Relieve pressure in Amatrol T9014 and adjust the height of the bottom platform to insert steel specimen. Insert one pin into the bottom platform to hold the steel specimen into the fixture. Slide two locking bars down the steel specimen. Adhere one locking bar to the bottom of the specimen and one at the top, lock them in place using the attached thumb screws. Insert the Linear Vernier Caliper in the top locking bar and zero out the caliper, allowing it to rest on the bottom locking bar. Compress the hydraulic cylinder until the indicator reads a force of zero. Lock the Linear Vernier Caliper in place by tightening the top thumb screw. [1] Compress
1. 100 + 273 K = 373 K 150 + 273 K = 423 K 960 L x 423 K / 373 K = 1,089 L 2.
1.) Measure out 20ml out of the water and place it into a glass beaker
1. In this sim, what variables are you seeing? Write the formula below, and indicate the units used to measure each one.
Purpose: To measure the heats of reaction for three related exothermic reactions and to verify Hess’s Law of Heat Summation.
Heat transfer processes are prominent in engineering due to several applications in industry and environment. Heat transfer is central to the performance of propulsion systems, design of conventional space and water heating systems, cooling of electronic equipment, and many manufacturing processes (Campos 3).
Overall, the experiment succeeded that the metals show the theoretical properties. Differences existed in the mathematical calculation of the actual length. These differences, however, it can be accounted for by experimental error; more over there are uncertainty on purity of the