Differential equations (ODEs & PDEs), linear algebra, probability, and statistical modeling applied to chemical processes. Available Editions: 3rd Edition (2023):
Step-by-step guidance on translating physical chemical systems (mass, energy, and momentum balances) into mathematical models. For the most up-to-date and verified content, the
The "Unknown Binding" version often referenced in searches typically refers to older or specifically bound paperback copies found on Amazon . For the most up-to-date and verified content, the is widely available through Wiley and digital libraries like Perlego . The manual focuses on helping students model and
Here’s what I can tell you about the resource you mentioned: Differential equations (ODEs & PDEs)
Warning: If you are an undergraduate in a first-year transport phenomena course, this manual may be too advanced. Rice’s text assumes familiarity with differential equations and linear algebra at the level of an advanced senior or first-year graduate student.
The manual focuses on helping students model and solve problems. Here are the primary methodologies covered in the solutions: Formulation of Physicochemical Problems: