열은 관찰된 온도 변화의 함수이지만, 작업은 압력 볼륨 작업이라고 하는 관찰된 부피 변화의 함수입니다. 작업(w)은거리(D)를통해 작용하는힘(F)으로정의될 수 있다.압력 볼륨 작업(또는 확장 작업)은 시스템이 억제 압력에 대해 주변 환경을 밀어내거나 주변 환경이 시스템을 압축할 때 발생합니다. 이 예는 내연 기관의 작동 중에 발생합니다. 가솔린과 산소의 연소 반응은 변외적이다. 이 에너지 중 일부는 열로 주어지며, 일부는 실린더의 가스를 확장하여 피스톤을 바깥쪽으로 밀어 내어 작업으로 수행됩니다. 반응에 관련된 물질은 시스템이며, 엔진과 우주의 나머지 는 주변입니다. 이 시스템은 난방과 주변 작업으로 에너지를 잃고 내부 에너지가 감소합니다.실린더의 부피가 증가하면(즉, 가스가 팽창함) 단면면적당 힘으로 정의된 압력인 외부 힘에 대해 밀어넣습니다.수학식 2 및 3에서:" />

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6.5: 일의 수량화

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Chemistry

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Quantifying Work
 
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6.5: Quantifying Work

As a system undergoes a change, its internal energy can change, and energy can be transferred from the system to the surroundings, or from the surroundings to the system. 

Energy transfer occurs through heat and work. The relationship between internal energy, heat, and work is represented by the equation:

Eq1

While heat is a function of an observed temperature change, work is a function of an observed volume change called the pressure-volume work. Work (w) can be defined as a force (F) acting through a distance (D).

Eq1

Pressure-volume work (or expansion work) occurs when a system pushes back the surroundings against a restraining pressure, or when the surroundings compress the system. An example of this occurs during the operation of an internal combustion engine. The combustion reaction of gasoline and oxygen is exothermic. Some of this energy is given off as heat, and some is performed as work by expanding the gases in the cylinder, thereby pushing the piston outward. The substances involved in the reaction are the system, and the engine and the rest of the universe are the surroundings. The system loses energy by both heating and doing work on the surroundings, and its internal energy decreases.

When the volume of a cylinder increases (i.e., the gas expands), it pushes against an external force, which is the pressure defined as force per unit area.

Eq1

From equations 2 and 3:

Eq1

The product of area and distance (A × D) is equal to the change in the volume (ΔV) of the gas in the cylinder.

Therefore,

Eq1

Since the volume increases during expansion, Vfinal > Vinitial, and ΔV is positive. However, for a positive expansion (i.e., when the system does work on the surroundings), w should be negative, and therefore, a negative sign is added to the equation. 

Eq1

According to this equation, pressure-volume work is the negative of the external pressure (or opposing pressure) multiplied by the change in volume. 

The unit of work based on this equation is L·atm. Some other useful conversions factors are: 

Eq1

Eq1

This text is adapted from Openstax, Chemistry 2e, Section 5.3: Enthalpy.


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Work Force Distance Golf Club Ball Energy Transfer System Surroundings Chemical Reactions Physical Changes Pressure-volume Work Combustion Engine Cylinder Gas Volume Piston External Forces Pressure Area Height Difference

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