Chemical Process Perspective – Detailed Study Notes

Page 1

Chapter Scope & Pedagogical Thread
  • Objective – establish a qualitative “chemical‐process perspective” before quantitative methods in later chapters.

  • Two threaded case studies supply continuity:

    • A full, well-specified acrylic-acid production train (Turton et al., 2003).
      – Includes complete PFD, equipment list, and stream table.
      – Examples/exercises address material & energy balances, equipment sizing, operating-condition analysis (see Table 1.7 in text).

    • A proposed, information-poor biocatalytic route to hexyl-glucoside.
      – Exercises emphasise scale-up & process development (Table 1.8).

Fundamental Thermodynamic Concepts
  • Equilibrium – state variables uniform (or appropriately related) so net driving force =0=0.

  • Steady state – variables at fixed locations are time-invariant but may differ spatially; maintained by continual inflow/outflow.

  • Driving force – intensive difference that provokes a flux; proportionality often assumed linear near equilibrium.

  • Thermodynamic categories discussed:
    • Thermal
    • Chemical
    • Mechanical (left for Problem 1.1).

Thermal Illustration (Fig. 1.1)
  1. Two fluids separated by diathermal, non-mass-transfer wall.

  2. Batch case – spontaneous temperature equalisation T<em>AT</em>eq,  T<em>BT</em>eqT<em>A \to T</em>{eq},\;T<em>B \to T</em>{eq}.

  3. Flow case – constant inflow/outflow fixes a temperature gradient; system operates at steady state.

  4. Flux qq is proportional to ΔT\Delta T close to equilibrium – linear driving-force model.


Page 2

Chemical (Un-reactive) Mass Transfer (Fig. 1.2)
  • Two immiscible liquids, components partly soluble in each phase.

  • Assumptions – isothermal, no reaction, rigid adiabatic walls.

  • Each species diffuses until inter-phase chemical equilibrium is reached: chemical potential μ<em>iα=μ</em>iβ\mu<em>i^{\alpha}=\mu</em>i^{\beta}.

  • Unlike heat transfer, equilibrium compositions usually different in the two phases.
    – Overall driving force must account for phase-equilibrium distribution x<em>iαx</em>iβx<em>i^{\alpha}-x</em>i^{\beta*}.

  • Linear rate law utilised: Ni(distance from equilibrium)N_i \propto (\text{distance from equilibrium}).

Terminology Links
  • Phase-specific driving force vs overall driving force.

  • Same conceptual structure as thermal example but with mass instead of energy flux.


Page 3

Chemical – Single Ideal Gas Reaction (Fig. 1.3)
  • Reaction progress described by mass-action ratio K=y<em>iν</em>iPνiK=\prod y<em>i^{\nu</em>i} P^{\sum\nu_i}.

  • Batch system: KK\uparrow until K=Keq(T)K=K_{eq}(T) – reaction equilibrium (chemical affinity =0=0).

  • Continuous flow reactor: withdrawal prevents build-up; steady state persists at K<K_{eq}.

  • Linear driving-force notion produces rate law: r(K<em>eqK)r \propto (K<em>{eq}-K) → recovers classical law of mass action r=kC</em>iνir = k\prod C</em>i^{\nu_i} for elementary step.

Acrylic-Acid Case Introduction
  • PFD (Fig. 1.4) – 50 000 t a⁻¹, 99.9mol%99.9\,\mathrm{mol\%} purity, single-step propylene oxidation.
    C<em>3H</em>6+32O<em>2    C</em>3H<em>4O</em>2+H2O\mathrm{C<em>3H</em>6 + \tfrac32 \,O<em>2 \;\to\; C</em>3H<em>4O</em>2 + H_2O}

  • Turton et al. used CHEMCAD → preliminary design taken as “plant data” for teaching.

  • Continuous vs batch vs semi-continuous definitions; acrylic-acid plant represents bulk/commodity operation.

  • PFD symbolism – pumps, compressors, mixers, heat exchangers, towers, etc. (see legend in Fig. 1.4).


Page 4

Process Streams & Utilities
  • Streams link unit operations; utilities (steam, cooling water, etc.) act as thermal sources/sinks.

  • Alternative synthetic routes normally screened by tech/economic/safety criteria.
    – Industrially common: two-step propylene → acrolein → acrylic acid.
    – Present chapter explores single-step alternative.

Preliminary Economic ‘Sanity Check’
  • Approximate raw-material vs product value:

    • Propylene price tracked to crude-oil index (Fig. 1.5).

    • Conservative 1990s prices adopted: $0.225/lb (C₃H₆)\$0.225\,\text{/lb (C₃H₆)}, $0.0175/lb (O₂)\$0.0175\,\text{/lb (O₂)}, $0.41/lb (acrylic acid)\$0.41\,\text{/lb (acrylic acid)}.

  • Per lb-mole balance (Table 1.1): gross margin $19.94\approx\$19.94$0.473/lb C₃H₆\$0.473\,\text{/lb C₃H₆}.
    – For 50 000 t a⁻¹ this is 1378013\,780\, h⁻¹ available for OPEX, CAPEX service, profit, etc.

Side-Reactions & Catalysis Need

\begin{aligned}
\text{Main: } &\mathrm{C3H6+\tfrac52 O2 \to C3H4O2 + H2O + CO2}\
\text{Over-oxidation: } &\mathrm{C3H6+\tfrac92 O2 \to 3CO2+3H_2O}
\end{aligned}

  • Selectivity critical – catalyst coated on porous support walls.


Page 5

Catalysis Fundamentals
  • Catalyst lowers potential-energy barrier between reactant & product troughs (Denbigh representation, Fig. 1.6).

  • Heterogeneous vs homogeneous; solid supports offer >250\,\text{m}^2\,\text{g}⁻¹ surface area.

  • Industrial relevance: 90 % of processes, 60 % of products involve catalysis (Vision 2020).

Illustrative Non-Biological Catalysts
  • Hydrodesulfurisation: Co–Mo/Al₂O₃.

  • Benzothiophene hydrogenolysis over Rh-polystyrene (Figs 1.7–1.8); requires adjacent Rh centres.

  • TEM image (Fig. 1.9) of Pt/Al₂O₃ – particle dispersion crucial.

  • Table 1.2 lists numerous commercial catalytic systems (acidic, oxidative, polymerisation, etc.) and typical poisons (S, Cl, coke).


Page 6

Feed Section Hardware (Fig. 1.10)
  • Safety motive: steam dilution added to propylene + air to avoid flammability.

  • Propylene (stream 3) pumped; air (stream 1) compressed (C-301 A/B) → combined with live steam (stream 2) → reactor feed (stream 4).

Pumps
  • Centrifugal pump anatomy (Fig. 1.11): impeller, volute, suction eye; imparts kinetic → pressure energy.

Compressors / Blowers
  • Reciprocating compressor cycle (Fig. 1.12) – suction, compression, discharge; multistage, inter-cooling at high ratios.

  • Centrifugal blower (Fig. 1.13) used for P<em>out/P</em>in2P<em>{out}/P</em>{in}\le2.

Stream Table Snapshot (Table 1.3)
  • State variables: T,  P,  n˙iT,\;P,\;{\dot n_i} – underpin mass, energy, momentum balances.

  • Example check: <em>in˙</em>1+2+3=n˙4\sum<em>i \dot n</em>{1+2+3}=\dot n_4 (no generation/consumption in feed section).

  • Temperature of stream 4 higher than inlets due to compressor work WW (1st-Law connection).


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Reactor Section (Fig. 1.14)
  • Fluidised-bed catalytic reactor R-301; molten-salt jacket removes exotherm, circulated by pump P-301A/B to exchanger E-301.

  • Salt: Hitec® (60 wt % NaNO₃ / 40 wt % KNO₃); heat capacity ≈ 42Btu ft⁻³ °F⁻¹42\,\text{Btu ft⁻³ °F⁻¹}.

  • Alternative: multitubular fixed-bed within shell-and-tube HX (Fig. 1.16).

Macroscopic Reaction Rates (Table 1.4)

Example derivation:
R<em>1(V)=+87.9  kmol h1  (via C₃H₄O₂)R<em>1^{(V)}=+87.9\;\text{kmol h}^{-1}\;(\text{via C₃H₄O₂}) R</em>3(V)=148.387.96.543=17.95  kmol h1R</em>3^{(V)}=\frac{148.3-87.9-6.54}{3}=17.95\;\text{kmol h}^{-1} (using water balance).

  • Law of stoichiometry: R<em>j(V)=n˙</em>out,in˙<em>in,iν</em>i,jR<em>j^{(V)}=\frac{\dot n</em>{out,i}-\dot n<em>{in,i}}{\nu</em>{i,j}} independent of ii.

Energy Picture
  • Overall reactor + salt loop: H˙<em>in=H˙</em>out\sum \dot H<em>{in}=\sum \dot H</em>{out}.

  • Cooling water in E-301 removes QQ; constraints: CW in ≈ 90 °F, out ≤ 130 °F.


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Quench & Gas Absorption Pre-Separation (Fig. 1.17)
  • Direct-contact quench (T-301) uses cooled recycle liquor to lower gas temp.

  • Packed absorber T-302 – counter-current water wash of gas to pick up acrylic & acetic acids.
    – Design depends on interfacial area aa, mass-transfer coefficients k<em>L,k</em>Gk<em>L,k</em>G, and driving force ΔC\Delta C.

  • Water feed (stream 10) chosen such that overhead gas ~saturated with H<em>2O\mathrm{H<em>2O}: y</em>H<em>2O,eq=Psat</em>H<em>2O(48°C)P0.111n˙</em>H2O=148kmol h1y</em>{H<em>2O,eq}=\tfrac{P^{sat}</em>{H<em>2O}(48\,°C)}{P}\approx0.111\Rightarrow\dot n</em>{H_2O}=148\,\text{kmol h}^{-1}, matching Table 1.3 value 150.2.

Loss Analysis (Table 1.5)
  • Product losses with purge gas (stream 11):
    – Acrylic acid 12.2%12.2 \% of total produced.
    – Acetic acid 41.4%41.4 \%.

  • Trade-off: solvent rate vs recovery vs incineration cost.

System Boundaries Note
  • T-301 + T-302 + E-302 + P-302 considered as one macro-unit.
    – Internal streams cancel in overall balances.


Page 9

Down-Stream Separation Logic (Fig. 1.18–1.22)
Solvent Extraction Loop
  • Extractor T-303 contacts aqueous acid mixture (stream 9) with DIPE solvent (stream 23) – leverages preferential solubility.

  • DIPE lighter → forms dispersed rising phase; column often Scheibel or Karr reciprocating plate (Fig. 1.19).

  • Equilibrium-stage or rate-based design; residence time = V/V˙V/\dot V.

  • Heat exchanger E-309 uses low-pressure steam (latent heat) to pre-heat recycle solvent.

Solvent Recovery Column T-304
  • DIPE (bp 156 °F) far more volatile than acids.

  • Operated s.t. condenser T ≲130 °F → CW service.

  • Overhead distillate: DIPE + trace H₂O (stream 16) → recycle.

  • Bottoms (stream 14): acid products ≈93 mol % acrylic.

Waste-Water Column T-306
  • Strips traces of DIPE & acid from aqueous stream 12.

  • Ensures environmental compliance; returns DIPE to process.

Acid Purification T-305
  • Vacuum operation to keep reboiler ≪54 °C (flash-point of glacial acetic).

  • Produces acrylic-acid bottoms (product) and acetic-acid overhead (by-product).


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Storage & Tank-Farm Design (Fig. 1.23–1.25)
  • Roles: buffer logistics, accommodate shutdowns, off-grade segregation.

  • Fixed roofs for P_v<1.5 psia; external or internal floating roofs up to 11 psia limit emissions.

  • Design capacities:
    – Net working volume (between LIC alarms).
    – Heel volume below low-level sensor.
    – Overfill protection volume above high-level sensor.

  • Ancillary design: wind/seismic loads, foundations, materials, vent control, heat tracing for high-mp materials.

Safety Remark
  • Process-safety engineering (relief, containment, HAZOP) not detailed herein; AIChE CCPS resources recommended.

Generic Chemical-Plant Block Diagram (Fig. 1.26)
  • Feed prep → Reactor(s) with possible heat-integration → Separation train → Utilities & Waste treatment → Product storage.

  • Recycling improves conversion but raises separation duty; economic optimisation required.

Tables of Embedded Practice Problems
  • Table 1.7 – Acrylic-acid numerical exercises across later chapters (mass, energy, design).

  • Table 1.8 – Hexyl-glucoside exercise roadmap.

Section 1.3 – Biocatalysis vs Chemocatalysis
  • Enzymes: protein catalysts; high chemo-, regio-, stereoselectivity; rate accelerations up to 101710^{17}.

  • Pure enzyme vs whole-cell systems.
    – Whole cell enables cofactor self-recycle (e.g., baker’s yeast NADH cases).

  • Subtilisin Carlsberg (Fig. 1.27) – serine protease catalytic-triad archetype.

Industrial Biotransformations (Fig. 1.28)
  • ~150 commercial processes; >50 % pharma, remainder food/agro.

  • Chirality: enantiomeric excess ee=n<em>Rn</em>Sn<em>R+n</em>See=\frac{|n<em>R-n</em>S|}{n<em>R+n</em>S} key KPI.

  • Methods: chiral precursors, asymmetric synthesis (e.g., fumarate → L-aspartate), dynamic kinetic resolution (Fig. 1.31), whole-cell cascades.

Commodity & Fine-Chemical Enzyme Processes
  • Continuous immobilised E. coli column → L-aspartic acid (Fig. 1.32).

  • Nitto’s nitrile hydratase route to 50 wt % acrylamide (Fig. 1.33); impurity <5 ppm acrylic acid.

Alkyl-Glucoside Case for Future Exercises
  • Enzymatic condensation of glucose + n-hexanol β-glucosidase\xrightarrow{\beta\text{-glucosidase}} hexyl-β-D-glucoside +H2O+H_2O (Fig. 1.34).

  • Advantages vs chemical route: regio/stereo specificity, no anomer separation, milder conditions, biodegradable surfactant.

Data Resources (Sec 1.4)
  • Engineering databases: DIPPR 801/882, Perry, Yaws, Knovel tables, etc.

  • Journal sources: AIChE J, Chem Eng J, Biotechnol J, Fluid Phase Equilibria.

  • Importance of accurate property data for safe design & realistic economics.


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