The liquation process for tin (Sn) is a metallurgical method used to separate tin from other impurities or less fusible impurities in the metal. The process leverages the difference in the melting points of tin and its impurities.
Justification of Correct Option:
The correct option is "is brought to molten form which is made to flow on a slope". This describes the liquation process accurately, as the tin melts and flows away from its solid impurities.
Reasoning:
In summary, the liquation process used in tin metallurgy involves bringing the metal to a molten form and utilizing a sloped surface to separate tin from its less fusible impurities.
Find the area of the region \[ R = \{(x, y) : xy \le 27,\; 1 \le y \le x^2 \}. \]
An object of uniform density rolls up the curved path with the initial velocity $v_o$ as shown in the figure. If the maximum height attained by an object is $\frac{7v_o^2}{10 g}$ ($g=$ acceleration due to gravity), the object is a _______

A body of mass $m$ is taken from the surface of earth to a height equal to twice the radius of earth ($R_e$). The increase in potential energy will be ____ ($g$ is acceleration due to gravity at the surface of earth)
Liquefaction of gases is the physical conversion of a gas into a liquid state. When pressure on a gas is increased, its molecules closer together, and its temperature is reduced, which removes enough energy to make it change from the gaseous to the liquid state. Ammonia gas can be liquefied by applying high pressure and lowering the temperature. Any gas can be liquefied when the gas has been exposed to the high pressures and low temperatures. The pressure that has to be applied as well as the temperature depends on the molecular forces of the gas molecules.
Critical Pressure of a substance is the pressure that corresponds to the critical point of the substance.
“The minimum pressure that must be applied to liquefy a gas at its critical temperature is called critical pressure.” The critical pressure of a substance is also denoted as PC.
The relation between critical pressure and Van der Waals equation is given as:
PC= a/ 27b2
The characteristic temperature of a gas above which the gas cannot be liquefied by applying pressure is called critical temperature. The relation between critical temperature and Van der Waals equation can be given as
TC= 8a/ 27RB
The volume occupied by 1 Mole of gas at its critical pressure and critical temperature is called the Critical Volume. The relation between critical volume and Van der Waals constants is
Vc = 3b
The phenomenon of converting gas into liquid by lowering the temperature or by increasing the pressure or both is known as liquefaction of gases.
Gases like CO2, HCl, NH3, Cl2, and SO2 get liquefied at room temperature when sufficiently high pressure is applied. Such gases are called temporary gases.
Gases like He, H2, N2, O2, CO and CH4 don't liquefy at room temperature no matter how much high pressure may be applied. These gases are called permanent gases”.
Every matter has three common states which are solid, liquid, and gas. The physical state of matter is due to two primary factors, temperature, and pressure. Each substance has a different phase boundary, and by adjusting the temperature-pressure combinations, the phase boundary of any substance can be marked.
Some substances can exist in all three states of matter. The point at which a substance can exist in all three states is called the Triple Point.
Water exists in three states; solid(ice), liquid(water), gas(water vapour). The triple point of water is defined as the temperature and pressure at which liquid water, solid ice and water vapour can coexist in a stable equilibrium.
The thermal stable equilibrium is at 293.1600 K and partial vapour pressure of 611.657 Pascals. Even if the total pressure of a system is above the triple point of water, provided that the partial pressure of the water vapour is 611.657 Pa, then the system can still be brought to the triple point of water.
The critical pressure of a fluid can be defined as the vapour pressure of the fluid at its critical temperature. Above the critical point, distinct gas and liquid phases do not exist. While attaing the critical temperature of a substance, the properties of the gases and liquid phases are almost similar, resulting in only one phase.