10.1 First Law of Thermodynamics in Chemical Processes
2 min read•july 25, 2024
The is the foundation for understanding energy changes in chemical processes. It states that energy can't be created or destroyed, only converted between forms, and provides a mathematical framework for calculating energy changes.
Energy in chemistry takes various forms, including kinetic, potential, internal, thermal, chemical, and electrical. These forms can interconvert during reactions and processes, making it crucial to track energy flows and transformations in chemical systems.
Fundamentals of the First Law of Thermodynamics
Energy changes in chemical processes
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First law of thermodynamics states energy cannot be created or destroyed, only converted between forms
Mathematical expression ΔU=Q−W calculates change in from added and done
Sign conventions define positive Q as heat added to system and positive W as work done by system
Application to chemical processes ensures energy conservation in reactions, accounts for heat effects, and considers work from volume changes (expansion/compression)
Forms of energy in chemistry
Kinetic energy represents motion, depends on mass and velocity (moving molecules)
Potential energy stems from position or configuration, includes gravitational (elevated reactants) and chemical (bond energies)
Internal energy sums all microscopic energies, encompasses molecular kinetic and potential energies
relates to temperature, involves heat capacity and specific heat (heating/cooling reactions)
stored in bonds, released or absorbed during reactions (exothermic/endothermic)
from charges, crucial in electrochemical processes (batteries, electrolysis)
Interconversions occur between energy forms:
Chemical to thermal in exothermic reactions (combustion)
Thermal to kinetic in heat engines (steam turbines)
Potential to kinetic when objects fall (hydroelectric power)
Chemical to electrical in batteries (lithium-ion)
Energy Balances and Thermodynamic Functions
Energy balance in chemical systems
Closed systems prevent mass transfer, use ΔU=Q−W
Open systems allow mass and energy flow, apply ΔH=Q−Wshaft
Solving energy balance problems involves:
Defining system boundaries
Identifying inputs/outputs
Applying appropriate equation
Accounting for all energy terms
Solving for unknowns
Steady-state processes maintain constant system properties, while unsteady-state see changes over time (batch vs continuous reactors)
State vs path functions
depend only on current system state, independent of path (U, H, S)
rely on the process route between initial and final states (Q, W)
Calculations with state functions use initial and final states directly
Path functions require knowledge of specific process steps
(dU) represent state function changes, independent of path
(đQ, đW) denote path function changes, path-dependent
First law relates exact (dU) and inexact (đQ, đW) differentials