Chapter 12: Problem 27
Explain how the addition or removal of energy can cause a phase change
Short Answer
Expert verified
The addition or removal of energy affects a substance's phase change by altering its particles' average kinetic energy. The specific heat capacity and latent heat values determine the amount of energy required for the phase change. As energy is added or removed, the substance undergoes a phase change; for example, adding energy to a solid can cause it to become a liquid, while removing energy from a liquid can cause it to become a solid.
Step by step solution
01
Understand the role of energy in a phase change
Adding or removing energy (in the form of heat) to a substance can cause its temperature to change. This temperature change affects the substance's kinetic energy - the energy associated with the movement of the substance's particles. During the phase change, the average kinetic energy of the particles changes, causing the substance to change its state (from solid to liquid or from liquid to gas, for example).
02
Learn the concept of specific heat capacity
Specific heat capacity is the amount of heat required to raise the temperature of 1 kg of a substance by 1-degree Celsius. It is a physical property that depends on the type of substance. When energy is added or removed from a substance, its temperature changes according to its specific heat capacity.
03
Understand the role of latent heat in a phase change
Latent heat refers to the amount of heat that is required or released during a phase change without changing the temperature of the substance. There are two types of latent heat: latent heat of fusion (for the transition between solid and liquid phases) and latent heat of vaporization (for the transition between liquid and gas phases). Latent heat plays a crucial role in phase changes because energy is needed to break or form bonds between particles.
04
Identify the initial and final phases of the substance
First, determine the initial and final phase of the substance in question. For example, if we are examining the melting of ice, the initial phase would be solid (ice) while the final phase would be liquid (water).
05
Determine the energy needed for the phase change
Using the specific heat capacity and latent heat values for the substance, calculate the amount of energy required to bring about the phase change. This can be done using the following equations:
- For temperature change: \(Q = mc\Delta T\), where Q is the heat, m is the mass of the substance, c is its specific heat capacity, and \(\Delta T\) is the change in temperature.
- For phase change: \(Q = mL\), where Q is the heat, m is the mass of the substance, and L is the latent heat.
06
Analyze the effect of energy addition or removal on the phase change
Add or remove energy from the substance, and observe how it affects the phase change. For example:
- If energy is added to a solid (like ice), and the energy is enough to overcome the forces holding the particles together, the solid will change to a liquid.
- If energy is removed from a liquid (like water), and the forces between the particles become strong enough to hold the particles together, the liquid will change into a solid.
In conclusion, the addition or removal of energy can cause phase changes in a substance by changing the average kinetic energy of particles. The specific heat capacity and latent heat values of the substance determine the amount of energy involved in these changes.
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Key Concepts
These are the key concepts you need to understand to accurately answer the question.
Understanding Specific Heat Capacity
The concept of specific heat capacity is critical in predicting how much the temperature of a material will change when it absorbs or loses heat. Simply put, it measures how \'thermal resistant\' a substance is to temperature change. For instance, water has a high specific heat capacity, which means it requires a lot of energy to increase its temperature. This physical property is why oceans and lakes can moderate the climate of coastal regions, absorbing heat in the summer and releasing it during winter.
Mathematically, the specific heat capacity \(c\) is used in the equation \(Q = mc\Delta T\), where \(Q\) is the total heat exchange, \(m\) is the mass, and \(\Delta T\) is the temperature change. Understanding this concept is essential, as it is a foundational principle for explaining phase changes like the melting of ice into water or the boiling of water into steam. By mastering specific heat capacity, students can better grasp the nuances of how energy impacts substance temperature.
Mathematically, the specific heat capacity \(c\) is used in the equation \(Q = mc\Delta T\), where \(Q\) is the total heat exchange, \(m\) is the mass, and \(\Delta T\) is the temperature change. Understanding this concept is essential, as it is a foundational principle for explaining phase changes like the melting of ice into water or the boiling of water into steam. By mastering specific heat capacity, students can better grasp the nuances of how energy impacts substance temperature.
The Role of Latent Heat in Phase Transitions
When it comes to phase changes, the term latent heat becomes an integral part of the conversation. Unlike the heat we measure when a substance's temperature rises, latent heat is involved when a substance changes phase \'invisibly\' at constant temperature. This means that when ice transforms into water, or water vaporizes into steam, the temperature remains unchanged, even though heat energy is either absorbed or released.
Digging deeper, latent heat comes in two main forms: the latent heat of fusion and the latent heat of vaporization. The latent heat of fusion relates to the energy required to change a substance from solid to liquid, while the latent heat of vaporization is about the shift from liquid to gas. The equation \(Q = mL\) expresses this concept, where \(L\) is the specific latent heat for the phase transition in question. By acknowledging and understanding latent heat, one appreciates the 'hidden' energy changes that occur during phase transitions without observing a change in temperature.
Digging deeper, latent heat comes in two main forms: the latent heat of fusion and the latent heat of vaporization. The latent heat of fusion relates to the energy required to change a substance from solid to liquid, while the latent heat of vaporization is about the shift from liquid to gas. The equation \(Q = mL\) expresses this concept, where \(L\) is the specific latent heat for the phase transition in question. By acknowledging and understanding latent heat, one appreciates the 'hidden' energy changes that occur during phase transitions without observing a change in temperature.
Kinetic Energy of Particles During Phase Changes
At the heart of any phase change lies the kinetic energy of particles. This concept revolves around the energy that particles possess due to their motion. At a microscopic level, whether a substance is a solid, liquid, or gas can be traced back to the kinetic energy of its particles. For example, in a solid like ice, the particles vibrate but are held tightly together, while in a liquid like water, they move more freely and can slide past each other.
As we add energy to a substance (say, heating a block of ice), we are directly increasing the kinetic energy of its particles. Eventually, when this energy input becomes sufficient to overcome the forces holding the particles together, a phase change occurs. Conversely, removing energy (cooling down water) decreases the kinetic energy of particles, which may result in a phase change in the opposite direction, like condensing steam to water or freezing water into ice. This dynamic of kinetic energy alteration is key to understanding how a substance transitions between different states of matter.
As we add energy to a substance (say, heating a block of ice), we are directly increasing the kinetic energy of its particles. Eventually, when this energy input becomes sufficient to overcome the forces holding the particles together, a phase change occurs. Conversely, removing energy (cooling down water) decreases the kinetic energy of particles, which may result in a phase change in the opposite direction, like condensing steam to water or freezing water into ice. This dynamic of kinetic energy alteration is key to understanding how a substance transitions between different states of matter.