Products
  • Products
  • Categories
  • Blog
  • Podcast
  • Application
  • Document
|
GET A QUOTE
/ {{languageFlag}}
Select Language
Stanford Advanced Materials {{item.label}}
Stanford Advanced Materials
/ {{languageFlag}}
Select Language
Stanford Advanced Materials {{item.label}}

Critical Temperature and Pressure for Common Materials

What Is Critical Temperature

Definition and Significance

Critical temperature is a fundamental concept in chemistry and thermodynamics. It refers to the highest temperature at which a substance can exist as a liquid, regardless of the pressure applied. Beyond this temperature, the kinetic energy of the molecules overcomes the intermolecular forces, preventing the substance from condensing into a liquid phase. Understanding critical temperature is essential for various industrial applications, including the design of equipment for chemical processing and the study of phase transitions in materials science.

Critical Temperature vs. Boiling Point

While both critical temperature and boiling point involve phase changes, they are distinct concepts. The boiling point of a substance is the temperature at which its vapor pressure equals the external pressure, allowing it to transition from liquid to gas. In contrast, the critical temperature is the threshold beyond which the liquid phase cannot exist, no matter how much the pressure is increased. This means that above the critical temperature, a substance cannot be liquefied by pressure alone and exists only as a supercritical fluid.

Factors Affecting Critical Temperature

Molecular Size and Interactions

The critical temperature of a substance is influenced by the size of its molecules and the strength of intermolecular interactions. Larger molecules with stronger intermolecular forces, such as hydrogen bonding or dipole-dipole interactions, typically have higher critical temperatures. These stronger forces require more energy (higher temperature) to overcome, thus increasing the critical temperature.

Pressure Influence

Pressure plays a significant role in determining the critical temperature. At higher pressures, molecules are forced closer together, enhancing intermolecular interactions and increasing the critical temperature. However, the critical temperature itself is defined independently of pressure, representing the maximum temperature at which a substance can exist as a liquid under any pressure.

Critical Temperatures and Pressures of Common Substances

The following table provides the critical temperatures and pressures of various common substances, illustrating the diversity in their thermal and pressure-related properties.

Substance

Critical Temperature (°C)

Critical Pressure (atm)

Water

374

218

Carbon Dioxide

31

73

Methane

-82

46

Nitrogen

-147

34

Oxygen

-118

49

Ethanol

240

63

Ammonia

132

112

Sulfur Dioxide

157

78

Benzene

289

48

Acetone

235

47

Frequently Asked Questions

What happens to a substance above its critical temperature?

Above its critical temperature, a substance cannot be liquefied by pressure alone and exists as a supercritical fluid, exhibiting properties of both liquids and gases.

How is critical temperature measured?

Critical temperature is determined experimentally by gradually increasing the temperature of a substance under controlled pressure until the liquid and gas phases become indistinguishable.

Why is critical temperature important in industrial applications?

Critical temperature is crucial for designing equipment and processes that involve phase transitions, such as supercritical fluid extraction and the operation of high-pressure reactors.

Can the critical temperature be altered by changing molecular structure?

Yes, modifying the molecular structure, such as altering functional groups or chain length, can influence the strength of intermolecular forces and thereby change the critical temperature.

Is there a relationship between critical temperature and critical density?

Yes, critical density is the density of a substance at its critical temperature and pressure, and it provides insight into the fluid's behavior near the critical point.

 

About the author

Chin Trento

Chin Trento holds a bachelor’s degree in applied chemistry from the University of Illinois. His educational background gives him a broad base from which to approach many topics. He has been working with writing advanced materials for over four years in Stanford Advanced Materials (SAM). His main purpose in writing these articles is to provide a free, yet quality resource for readers. He welcomes feedback on typos, errors, or differences in opinion that readers come across.

REVIEWS
{{viewsNumber}} Thought On "{{blogTitle}}"
{{item.created_at}}

{{item.content}}

blog.levelAReply (Cancle reply)

Your email address will not be published. Required fields are marked*

Comment
Name *
Email *
{{item.children[0].created_at}}

{{item.children[0].content}}

{{item.created_at}}

{{item.content}}

blog.MoreReplies

LEAVE A REPLY

Your email address will not be published. Required fields are marked*

Comment
Name *
Email *

SUBSCRIBE OUR NEWSLETTER

* Your Name
* Your Email
Success ! You're now subscribed
You've been successfully subscribed! Check your inbox soon for great emails from this sender.

Related News & Articles

MORE >>
BG00099
Understanding the Triple Point in Thermodynamics

Learn how the triple point defines the unique conditions where a substance can coexist in all three phases—solid, liquid, and gas—and how it differs from the critical point in thermodynamics.

READ MORE >
BG00100
Vapor Pressure: Basics and Examples

Vapor pressure is the pressure exerted by a vapor in equilibrium with its liquid or solid phase at a given temperature. It indicates how readily a substance transitions from liquid to gas.

READ MORE >
BG00101
Introduction to Specific Heat Capacity

Learn about the concept of specific heat capacity and its importance in thermodynamics. Learn the equation used to calculate specific heat capacity, with practical examples. Understand the difference between specific heat capacity and heat capacity, and how these concepts are applied in scientific calculations.

READ MORE >
Leave A Message
Leave A Message
* Your Name:
* Your Email:
* Product name:
* Your Phone:
* Comments: