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Rajdeep Anand Sir11 min read

Type of Reactors, Key Considerations in Selection & Material of Construction (MOC)

Kiran SeepanaAugust 10, 202622 Views
Executive Summary & Scope

A comprehensive chemical engineering guide to industrial reactor types, design performance equations, step-by-step sizing examples, selection matrices, and Material of Construction (MOC) compatibility.

# Type of Reactors, Key Considerations in Selection & Material of Construction (MOC)

# Executive Summary & Engineering Scope

Choosing the right reactor configuration and its Material of Construction (MOC) is one of the most critical decisions in chemical and pharmaceutical process design. A reactor is not merely a vessel where reactions occur; it is a highly engineered system that must balance reaction kinetics, thermodynamic heat transfer, fluid dynamics, pressure/vacuum limitations, and material corrosivity.

This comprehensive guide details:

  1. 11 Major Industrial Reactor Types complete with fundamental design performance equations (V,t,W,umfV, t, W, u_{mf}) and practical numerical sizing examples for each.
  2. Step-by-step Reactor Selection Matrices based on reaction phase, kinetics, heat load, and operating regime.
  3. Detailed Material of Construction (MOC) Selection Guidelines covering Carbon Steel, SS304L, SS316L, Hastelloy C-22, Titanium, Glass-Lined Steel (GLS), PTFE/PFA lining, and Silicon Carbide (SiC).
  4. Physical degradation mechanisms including Pitting Resistance Equivalent Number (PREN), corrosion rates (mpy), and glass-lining thermal shock limits (ΔTshock\Delta T_{shock}).

# 1. Fundamental Reactor Design Performance Equations

The design of any chemical reactor begins with the mole balance for chemical species AA:

InputOutput+Generation=Accumulation\text{Input} - \text{Output} + \text{Generation} = \text{Accumulation}
FA,0FA+rAdV=dNAdtF_{A,0} - F_A + \int r_A \, dV = \frac{dN_A}{dt}
    BATCH REACTOR               CONTINUOUS STIRRED TANK (CSTR)               PLUG FLOW (PFR)
┌──────────────────┐               ┌──────────────────┐               ┌──────────────────┐
│  Accumulation    │               │  Perfect Mixing  │               │  No Radial Gradient│
│  dN_A / dt != 0  │               │  dC_A / dt = 0   │               │  dC_A / dV != 0  │
└──────────────────┘               └──────────────────┘               └──────────────────┘

# 2. Detailed Breakdown of 11 Industrial Reactor Types

# 1. Batch & Semi-Batch Agitated Tank Reactor

# A. Process Characteristics:

Widely used in Active Pharmaceutical Ingredient (API) synthesis, specialty chemicals, and fine chemical manufacturing. Operates under unsteady-state conditions where reagents are charged, reacted over time tt, and discharged.

# B. Governing Design Equation:

For a liquid-phase reaction with rate rA-r_A (f(CA)f(C_A)):

treaction=NA,00XAdXArAVt_{reaction} = N_{A,0} \int_0^{X_A} \frac{dX_A}{-r_A \cdot V}

For a constant-volume liquid reaction (V=V0V = V_0) with first-order kinetics (rA=kCA-r_A = k \cdot C_A):

treaction=1kln(11XA)t_{reaction} = \frac{1}{k} \ln \left( \frac{1}{1 - X_A} \right)

# C. Practical Engineering Example:

  • Problem Statement: A 5.0 m35.0\text{ m}^3 jacketed batch reactor is charged with CA,0=2.0 kmol/m3C_{A,0} = 2.0\text{ kmol/m}^3 of Reactant A. The reaction is first-order with k=0.50 h1k = 0.50\text{ h}^{-1}. Calculate the reaction time tt required to achieve 95%95\% conversion (XA=0.95X_A = 0.95), and total batch cycle time assuming 1.5 hours1.5\text{ hours} for charging and discharging.
  • Calculation:
treaction=10.50ln(110.95)=2.0×ln(20)=2.0×2.9957=5.99 hourst_{reaction} = \frac{1}{0.50} \ln \left( \frac{1}{1 - 0.95} \right) = 2.0 \times \ln(20) = 2.0 \times 2.9957 = \mathbf{5.99\text{ hours}}
Total Cycle Time=5.99+1.50=7.49 hours per batch\text{Total Cycle Time} = 5.99 + 1.50 = \mathbf{7.49\text{ hours per batch}}

# 2. Continuous Stirred-Tank Reactor (CSTR)

# A. Process Characteristics:

Operates at steady state with thorough mechanical agitation. The composition and temperature inside the reactor are identical to the exit stream.

# B. Governing Design Equation:

VCSTR=FA,0XArA,exit=v0CA,0XAkCA,0(1XA)=v0XAk(1XA)V_{CSTR} = \frac{F_{A,0} \cdot X_A}{-r_{A,exit}} = \frac{v_0 \cdot C_{A,0} \cdot X_A}{k \cdot C_{A,0}(1 - X_A)} = \frac{v_0 \cdot X_A}{k(1 - X_A)}

# C. Practical Engineering Example:

  • Problem Statement: Calculate the required CSTR volume (VV) for a continuous liquid feed rate v0=2.0 m3/hv_0 = 2.0\text{ m}^3/\text{h} with k=0.50 h1k = 0.50\text{ h}^{-1} to achieve 95%95\% conversion.
  • Calculation:
VCSTR=2.0×0.950.50×(10.95)=1.900.025=76.0 m3V_{CSTR} = \frac{2.0 \times 0.95}{0.50 \times (1 - 0.95)} = \frac{1.90}{0.025} = \mathbf{76.0\text{ m}^3}

(Notice: Achieving 95% conversion in a single CSTR requires 76.0 m376.0\text{ m}^3, whereas a batch reactor needed only 5.0 m35.0\text{ m}^3 working volume! This highlights why CSTRs are often arranged in series).


# 3. Plug Flow Tubular Reactor (PFR)

# A. Process Characteristics:

Fluid flows through a pipe or tube at high velocity with zero axial mixing. Concentration changes continuously along the length of the reactor tube.

# B. Governing Design Equation:

VPFR=FA,00XAdXArAV_{PFR} = F_{A,0} \int_0^{X_A} \frac{dX_A}{-r_A}

For constant volumetric flow rate v0v_0 and first-order kinetics:

VPFR=v0kln(11XA)V_{PFR} = \frac{v_0}{k} \ln \left( \frac{1}{1 - X_A} \right)

# C. Practical Engineering Example:

  • Problem Statement: For the same continuous feed rate v0=2.0 m3/hv_0 = 2.0\text{ m}^3/\text{h}, k=0.50 h1k = 0.50\text{ h}^{-1}, and XA=0.95X_A = 0.95, calculate the required PFR volume and tube length (Di=0.10 mD_i = 0.10\text{ m}).
  • Calculation:
VPFR=2.00.50ln(110.95)=4.0×2.9957=11.98 m3V_{PFR} = \frac{2.0}{0.50} \ln \left( \frac{1}{1 - 0.95} \right) = 4.0 \times 2.9957 = \mathbf{11.98\text{ m}^3}
Cross-Sectional Area Across=π4(0.10)2=0.007854 m2\text{Cross-Sectional Area } A_{cross} = \frac{\pi}{4} (0.10)^2 = 0.007854\text{ m}^2
Required Tube Length L=11.98 m30.007854 m2=1,525.4 meters(Configured as a coiled tube or multi-pass bank)\text{Required Tube Length } L = \frac{11.98\text{ m}^3}{0.007854\text{ m}^2} = \mathbf{1,525.4\text{ meters}} \quad (\text{Configured as a coiled tube or multi-pass bank})

# 4. Fixed-Bed Catalytic Reactor (PBR - Packed Bed)

# A. Process Characteristics:

Gas or liquid reactants pass through a packed bed of solid spherical or cylindrical catalyst pellets (3–8 mm). Operates in adiabatic mode (no heat transfer) or near-isothermal mode (using diluents).

# B. Governing Design Equation:

Wcatalyst=FA,00XAdXArAW_{catalyst} = F_{A,0} \int_0^{X_A} \frac{dX_A}{-r_A'}

Where rA-r_A' is the reaction rate per unit mass of catalyst (kmol/kgcath\text{kmol/kg}_{cat}\cdot\text{h}).

# C. Practical Engineering Example:

  • Problem Statement: Determine the required catalyst bed mass (WW) for a gas feed FA,0=50.0 kmol/hF_{A,0} = 50.0\text{ kmol/h} achieving XA=0.80X_A = 0.80, where rA=kCA-r_A' = k' \cdot C_A and average rate rA,avg=0.040 kmol/kgcath-r_{A,avg}' = 0.040\text{ kmol/kg}_{cat}\cdot\text{h}.
  • Calculation:
Wcatalyst=FA,0XArA,avg=50.0×0.800.040=1,000.0 kg of CatalystW_{catalyst} = \frac{F_{A,0} \cdot X_A}{-r_{A,avg}'} = \frac{50.0 \times 0.80}{0.040} = \mathbf{1,000.0\text{ kg of Catalyst}}

# 5. Multi-Tubular Catalytic Reactor

# A. Process Characteristics:

Resembles a shell-and-tube heat exchanger. Solid catalyst is loaded inside hundreds or thousands of narrow tubes (2550 mm25 - 50\text{ mm} diameter), while heat transfer fluid (molten salt, thermic oil, or boiling water) circulates in the shell to handle extreme reaction enthalpy.

# B. Governing Heat & Mass Equations:

Qtotal=FA,0XA(ΔHrxn)=U(NtubesπDiL)ΔTlmQ_{total} = F_{A,0} \cdot X_A \cdot (-\Delta H_{rxn}) = U \cdot (N_{tubes} \cdot \pi \cdot D_i \cdot L) \cdot \Delta T_{lm}

# C. Practical Engineering Example:

  • Problem Statement: A gas-phase oxidation reaction generates Q=500,000 kcal/hQ = 500,000\text{ kcal/h} heat duty. Using tubes of Di=0.038 mD_i = 0.038\text{ m} (1.5 inch), L=6.0 mL = 6.0\text{ m}, U=150 kcal/hm2CU = 150\text{ kcal/h}\cdot\text{m}^2\cdot^\circ\text{C}, and ΔTlm=40C\Delta T_{lm} = 40^\circ\text{C}, calculate the number of reactor tubes (NtubesN_{tubes}).
  • Calculation:
Surface Area per Tube A1=π(0.038)(6.0)=0.7163 m2\text{Surface Area per Tube } A_1 = \pi \cdot (0.038) \cdot (6.0) = 0.7163\text{ m}^2
Total Required Area Atotal=500,000150×40=83.33 m2\text{Total Required Area } A_{total} = \frac{500,000}{150 \times 40} = 83.33\text{ m}^2
Ntubes=83.330.7163=116.3117 TubesN_{tubes} = \frac{83.33}{0.7163} = 116.3 \approx \mathbf{117\text{ Tubes}}

# 6. Fluidized Bed Reactor

# A. Process Characteristics:

Fine solid catalyst powder (20100 μm20 - 100\ \mu\text{m}) is suspended by an upward gas stream, causing the bed to behave like a boiling liquid. Provides outstanding gas-solid contact and uniform isothermal temperature profiles.

# B. Governing Hydrodynamic Equation (Minimum Fluidization Velocity umfu_{mf}):

umf=dp2(ρpρg)g150μg(for Rep<20)u_{mf} = \frac{d_p^2 \cdot (\rho_p - \rho_g) \cdot g}{150 \cdot \mu_g} \quad (\text{for } Re_p < 20)

# C. Practical Engineering Example:

  • Problem Statement: Calculate umfu_{mf} for catalyst particles (dp=80 μm=8.0×105 md_p = 80\ \mu\text{m} = 8.0 \times 10^{-5}\text{ m}, ρp=1,800 kg/m3\rho_p = 1,800\text{ kg/m}^3) suspended in gas (ρg=1.2 kg/m3\rho_g = 1.2\text{ kg/m}^3, μg=1.8×105 Pas\mu_g = 1.8 \times 10^{-5}\text{ Pa}\cdot\text{s}).
  • Calculation:
umf=(8.0×105)2×(1,8001.2)×9.81150×1.8×105=6.4×109×1,798.8×9.810.0027=0.0418 m/s(4.18 cm/s)u_{mf} = \frac{(8.0 \times 10^{-5})^2 \times (1,800 - 1.2) \times 9.81}{150 \times 1.8 \times 10^{-5}} = \frac{6.4 \times 10^{-9} \times 1,798.8 \times 9.81}{0.0027} = \mathbf{0.0418\text{ m/s}} \quad (4.18\text{ cm/s})

# 7. Reactive Distillation Reactor

# A. Process Characteristics:

Combines chemical reaction and fractional distillation inside a single column. As volatile reaction products form, they are continuously distilled overhead, shifting chemical equilibrium forward per Le Chatelier's principle.

# B. Governing Equilibrium Shift:

Keq=[C][D][A][B]K_{eq} = \frac{[C] \cdot [D]}{[A] \cdot [B]}

By continuously removing product DD ([D]0[D] \to 0), the reaction achieves 100%100\% conversion even for reversible reactions with low equilibrium constants (Keq1K_{eq} \ll 1).

# C. Practical Engineering Example:

  • Application: Esterification of Acetic Acid and Ethanol to Ethyl Acetate (Keq=4.0K_{eq} = 4.0). In a batch reactor, maximum conversion is limited to 66%\sim 66\%. In a Reactive Distillation column, continuous overhead removal of Ethyl Acetate/Water azeotrope achieves >99.5%> 99.5\% conversion.

# 8. Photo-Chemical Reactor

# A. Process Characteristics:

Reactions initiated by absorption of ultraviolet or visible light photons (e.g., chlorinations, brominations, vitamin D synthesis). Light lamps (UV-A, UV-C, LED arrays) are housed inside high-transmittance Quartz glass sleeves.

# B. Governing Photometric Equation (Beer-Lambert Radiation Attenuation):

I(r)=I0eαCArI(r) = I_0 \cdot e^{-\alpha \cdot C_A \cdot r}

# C. Practical Engineering Example:

  • Application: Free-radical side-chain chlorination of Toluene to Benzyl Chloride. Using 365 nm UV LED lamps inside quartz sleeves eliminates chemical initiators, increases selectivity to >94%> 94\%, and prevents over-chlorination to Benzal Chloride.

# 9. Packed Scrubber Reactor

# A. Process Characteristics:

Packed columns designed for rapid gas-liquid absorption reactions (e.g., gas scrubbing, acid gas neutralization, phosgenation). Gas flows upward while liquid reagent recirculates downward over high-surface-area packing rings (Pall rings, Raschig rings).

# B. Governing Height Equation:

Hpacked=HTU×NTU=(GKGaP)×y2y1dyyyH_{packed} = \text{HTU} \times \text{NTU} = \left( \frac{G}{K_G \cdot a \cdot P} \right) \times \int_{y_2}^{y_1} \frac{dy}{y - y^*}

# C. Practical Engineering Example:

  • Problem Statement: Size packed bed height for an HCl\text{HCl} gas scrubber where Height of a Transfer Unit (HTU\text{HTU}) = 0.60 m0.60\text{ m} and Number of Transfer Units (NTU\text{NTU}) = 8.58.5 for 99.9%99.9\% gas absorption.
  • Calculation:
Hpacked=0.60 m×8.5=5.10 metersH_{packed} = 0.60\text{ m} \times 8.5 = \mathbf{5.10\text{ meters}}

# 10. PTFE / PFA Lined Circulating Loop Reactor

# A. Process Characteristics:

Used for extremely corrosive chemical services where all metals (including Hastelloy and Titanium) and glass linings fail (e.g., hot aqueous Hydrofluoric Acid HF\text{HF}, mixture of HCl+HNO3\text{HCl} + \text{HNO}_3).

# B. System Configuration:

Because PTFE-lined vessels cannot support internal jackets or heavy agitators due to liner tearing risks, the reactor operates as a circulating loop:

PTFE-Lined Reactor Vessel ──► PFA-Lined Magnetic Pump ──► External Silicon Carbide (SiC) Heat Exchanger ──► Return

# 11. Rotary Kiln Reactor

# A. Process Characteristics:

Long, inclined cylindrical steel shell lined with refractory brick, rotating slowly (15 RPM1 - 5\text{ RPM}) at temperatures up to 1,500C1,500^\circ\text{C}. Used for high-temperature solid-gas reactions (calcination, cement clinker, fluorite roasting).

# B. Governing Residence Time Equation:

τ=11.8LDNS\tau = \frac{11.8 \cdot L}{D \cdot N \cdot S}

Where LL is length (m), DD is diameter (m), NN is rotational speed (RPM), and SS is slope (%).

# C. Practical Engineering Example:

  • Problem Statement: Calculate solid residence time τ\tau in a kiln of L=30 mL = 30\text{ m}, D=2.0 mD = 2.0\text{ m}, N=2.0 RPMN = 2.0\text{ RPM}, and slope S=3.0%S = 3.0\%.
  • Calculation:
τ=11.8×30.02.0×2.0×3.0=354.012.0=29.5 minutes\tau = \frac{11.8 \times 30.0}{2.0 \times 2.0 \times 3.0} = \frac{354.0}{12.0} = \mathbf{29.5\text{ minutes}}

# 3. Comprehensive Reactor Selection Matrix

Reaction Phase & System CharacteristicsRecommended Reactor TypePrimary Design Justification
Liquid Phase / Multi-Step Batch APIJacketed Agitated Batch ReactorFlexible cleaning validation; multi-solvent compatibility; batch traceability.
Liquid Phase / High Volume ContinuousCSTR Train in Series (3-5 CSTRs)Approximates PFR conversion while maintaining simple mechanical temperature control.
Gas Phase / Fast Homogeneous ReactionPlug Flow Tubular Reactor (PFR)High volumetric rate; zero back-mixing; uniform residence time.
Gas-Solid / Catalytic / ExothermicMulti-Tubular Fixed Bed ReactorMassive heat transfer surface area; prevents catalyst thermal sintering.
Gas-Solid / Fluidized / High Heat FluxFluidized Bed ReactorIsothermal bed; continuous catalyst regeneration; no localized hot spots.
Reversible Liquid Reaction / Low KeqK_{eq}Reactive Distillation ColumnLe Chatelier product removal drives 100%100\% conversion.
Gas-Liquid / Rapid AbsorptionPacked Scrubber ReactorHigh mass transfer coefficient (KLaK_L a); low gas-side pressure drop.
Corrosive Acids (HF\text{HF}, Hot HCl\text{HCl})PTFE-Lined Loop + SiC ExchangerComplete chemical immunity; external loop heat transfer.
Solid Calcination / High Temp (>1,000C> 1,000^\circ\text{C})Rotary Kiln ReactorRefractory lining protection; continuous solid transport.

# 4. Materials of Construction (MOC) & Corrosion Engineering

Selecting the correct reactor MOC requires evaluating chemical resistance, mechanical allowable stress, thermal conductivity (kwk_w), and cost.

                CORROSION RESISTANCE vs THERMAL CONDUCTIVITY OVERVIEW
  High Thermal Cond (54 W/mK)  ◄──────────────────────────────► Low Thermal Cond (1.0 W/mK)
  ┌───────────────────────────┬───────────────────────────┬───────────────────────────┐
  │     CARBON STEEL (CS)     │    STAINLESS STEEL 316L   │    GLASS-LINED STEEL (GLS) │
  │ Low Cost | Hydrocarbons   │ Mid Cost | General Solvents│ High Cost | Hot Acids     │
  └───────────────────────────┴───────────────────────────┴───────────────────────────┘

# 4.1 Pitting Resistance Equivalent Number (PREN)

For stainless steels and nickel alloys exposed to chloride environments:

PREN=%Cr+3.3(%Mo+0.5%W)+16(%N)\text{PREN} = \% \text{Cr} + 3.3 \left( \% \text{Mo} + 0.5 \% \text{W} \right) + 16 \left( \% \text{N} \right)
  • SS 304L: PREN19\text{PREN} \approx 19 (Susceptible to pitting in >50 ppm> 50\text{ ppm} Cl\text{Cl}^-).
  • SS 316L: PREN25\text{PREN} \approx 25 (Resistant up to 1,000 ppm1,000\text{ ppm} Cl\text{Cl}^- at ambient temp).
  • Duplex 2205: PREN35\text{PREN} \approx 35 (Excellent seawater / high-chloride resistance).
  • Hastelloy C-22: PREN65\text{PREN} \approx 65 (Immune to wet chlorine and hot mineral acids).

# 4.2 Comprehensive Reactor MOC Comparison Table

Material of Construction (MOC)Thermal Conductivity kwk_w (W/mK\text{W/m}\cdot\text{K})Allowable Temp Range (°C)Chemical Compatibility & StrengthsSevere Incompatibilities & LimitationsRelative Cost Index
Carbon Steel (SA 516 Gr 70)54.029 to 425C-29 \text{ to } 425^\circ\text{C}Alkaline solutions, dry amines, concentrated H2SO4(>93%)\text{H}_2\text{SO}_4 (>93\%), hydrocarbons.Aqueous acids, rust contamination, moist air.1.0 (Base)
SS 304L (UNS S30403)16.2196 to 600C-196 \text{ to } 600^\circ\text{C}Nitric acid, alcohols, dry solvents, food grade.Chlorides (>50 ppm>50\text{ ppm}), HCl\text{HCl}, pitting corrosion.2.2
SS 316L (UNS S31603)16.3196 to 650C-196 \text{ to } 650^\circ\text{C}Organic acids, general API solvents, dilute acetic acid.Hydrochloric acid, warm sulfuric acid, bleach.2.8
Hastelloy C-22 (N06022)10.1196 to 400C-196 \text{ to } 400^\circ\text{C}Mixed hot acids (HCl+H2SO4\text{HCl} + \text{H}_2\text{SO}_4), wet chlorine gas, ferric chloride.Fluorine gas, hot hydrofluoric acid (HF\text{HF}).10.5
Titanium Gr 2 (R50400)21.940 to 300C-40 \text{ to } 300^\circ\text{C}Wet chlorine gas, chlorine dioxide, seawater, nitric acid.Dry chlorine gas (ignites!), hydrofluoric acid.8.5
Glass-Lined Steel (GLS)1.2 (Glass)20 to 200C-20 \text{ to } 200^\circ\text{C}All mineral acids (HCl,HNO3,H2SO4\text{HCl}, \text{HNO}_3, \text{H}_2\text{SO}_4) at all concentrations.Hydrofluoric acid (HF\text{HF}), hot alkalis (NaOH>50C\text{NaOH} > 50^\circ\text{C}), thermal shock.3.2
PTFE / PFA Lining0.2520 to 180C-20 \text{ to } 180^\circ\text{C}Total chemical immunity to all acids, bases, and solvents.Vacuum collapse if unbonded; mechanical abrasion.4.5
Silicon Carbide (SiC)120.030 to 300C-30 \text{ to } 300^\circ\text{C}Extreme thermal conductivity; immune to HF,HCl,HNO3\text{HF}, \text{HCl}, \text{HNO}_3.Brittle ceramic; susceptible to mechanical impact.14.0

# 4.3 Glass-Lined Steel (GLS) Thermal Shock Operating Limits

Glass-Lined reactors are standard in API plants, but the glass lining (1.02.0 mm1.0 - 2.0\text{ mm} enamel) will crack if exposed to sudden temperature differentials (ΔTshock\Delta T_{shock}):

ΔTshock=Tvessel_contentsTincoming_jacket_utility\Delta T_{shock} = |T_{vessel\_contents} - T_{incoming\_jacket\_utility}|
  • Safe Operating Limit: ΔTshock120C\Delta T_{shock} \le 120^\circ\text{C} when vessel is at 20C20^\circ\text{C}.
  • High-Temperature Limit: ΔTshock70C\Delta T_{shock} \le 70^\circ\text{C} when vessel is at 180C180^\circ\text{C}.
🛑 Caution
Thermal Shock Warning: Injecting cold utility water (20C20^\circ\text{C}) into the jacket of a Glass-Lined reactor containing hot batch mass at 160C160^\circ\text{C} (ΔT=140C\Delta T = 140^\circ\text{C}) causes immediate glass spalling, exposing the carbon steel shell to corrosive acid attack!

# Technical Conclusion

Designing an optimal reactor requires integrating chemical kinetics, thermodynamic heat transfer, and corrosion engineering. By applying exact design equations (V,t,WV, t, W), selecting appropriate vessel geometry, and specifying compatible MOCs, process engineers build safe, high-yield, and reliable chemical plants.


# Applicable Engineering Standards & Codes Used

The engineering methodologies, design correlations, and safety criteria detailed in this article adhere to the following international standards and industry codes:

  • ASME Boiler and Pressure Vessel Code (BPVC) Section VIII Division 1 & 2: ASME Boiler and Pressure Vessel Code (BPVC) Section VIII Division 1 & 2
  • API 620 & API 650: Welded Tanks for Oil, Chemical and Liquid Storage
  • TEMA Class R, C & B: Tubular Exchanger Manufacturers Association Standards
  • DIN EN 13445: Unfired Pressure Vessels European Standard
  • IS 2825: Code for Unfired Pressure Vessels (Bureau of Indian Standards)
ReactorsProcess DesignMOCSpecialty Chemicals
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