This lesson covers the concept of atmospheric pressure vaporization, focusing on the process of methanol vaporization in a wind tunnel. The lesson explains how methanol, saturated in a horizontal porous wick, vaporizes when air flows over it at a given velocity. The vaporized methanol then enters a combustion chamber. The lesson also discusses the calculation of the equivalence ratio of the mixture at the exit that will enter the furnace. For instance, it explains how to calculate the mass flux of evaporation and the air-fuel ratio. The lesson concludes with a discussion on the importance of stoichiometric studies in understanding fuel composition.
01:42 - Explanation of the combustion process in the combustion chamber
07:44 - Calculation of the actual air-fuel ratio at different air velocities
12:55 - Solution to the problem using mole balance
18:33 - Calculation of the stoichiometric air-fuel ratio
- Atmospheric pressure vaporization is a process where a substance, such as methanol, vaporizes due to the pressure of the atmosphere.
- The vaporization process involves the flow of air over a substance at a given velocity, leading to its vaporization.
- The equivalence ratio of the mixture at the exit that will enter the furnace can be calculated using the given data.
- Stoichiometric studies are crucial in understanding fuel ratios and the composition of products in dry basis.