Industrial drying is the unit operation that removes moisture or solvent from solid, semi-solid, or liquid materials by applying thermal energy to vaporise and carry away the liquid phase. It is one of the most energy-intensive operations in the process industries, consuming an estimated 12–20% of total industrial energy use, and is critical in food processing, pharmaceuticals, ceramics, paper manufacturing, and polymer production. The design of dryers requires understanding of drying rate curves, which exhibit a constant-rate period (surface evaporation) followed by falling-rate periods (internal diffusion control).
Problem
A wet solid has initial moisture content X₀ = 0.40 kg water/kg dry solid and must be dried to Xf = 0.05 kg/kg. The critical moisture content Xc = 0.20 kg/kg and equilibrium moisture Xe = 0.02 kg/kg. The constant drying rate Rc = 1.5 kg/(m²·h) and area A = 4 m². Dry solid mass Ws = 200 kg. Calculate total drying time.
Solution
Step 1: Time for constant rate period (X₀ to Xc): t₁ = Ws(X₀ − Xc) / (A × Rc) = 200 × (0.40 − 0.20) / (4 × 1.5) = 200 × 0.20 / 6 = 40/6 = 6.67 h. Step 2: Time for falling rate period (Xc to Xf): t₂ = Ws × (Xc − Xe) × ln[(Xc − Xe)/(Xf − Xe)] / (A × Rc). Step 3: t₂ = 200 × (0.20 − 0.02) × ln[(0.20 − 0.02)/(0.05 − 0.02)] / (4 × 1.5) = 200 × 0.18 × ln(0.18/0.03) / 6 = 36 × ln(6) / 6 = 6 × 1.792 = 10.75 h. Step 4: Total time = 6.67 + 10.75 = 17.42 h.
Answer
Total drying time ≈ 17.4 hours
| Dryer Type | Feed Form | Temperature Range (°C) | Typical Products | Energy Efficiency |
|---|---|---|---|---|
| Rotary drum | Granular solids | 80–200 | Fertilisers, minerals | Moderate |
| Spray dryer | Liquid/slurry | 150–350 | Milk powder, detergents | Low–moderate |
| Fluidised bed | Particulate solids | 50–200 | Pharmaceuticals, food | Good |
| Tunnel dryer | Slab/sheet | 60–150 | Ceramics, textiles | Moderate |
| Freeze dryer | Liquid/solid | −50 to 25 | Biologics, coffee | Low (expensive) |
| Tray dryer | Any solid form | 40–120 | Batch chemicals, herbs | Low |
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Industrial evaporation is the unit operation in which a solvent (usually water) is vaporised from a dilute solution or liquid feed to concentrate a dissolved solute, using heat supplied by steam or other heating media. Unlike drying, the product remains a concentrated liquid rather than a solid, and the process is continuous in industrial settings. It is central to the sugar industry, dairy processing (condensed milk), caustic soda production, and fruit juice concentration, and is typically performed in multiple-effect evaporator trains to maximise steam economy.
The heat transfer coefficient (h) is a proportionality constant that quantifies the rate of heat transfer per unit area per unit temperature difference between a surface and a fluid in contact with it. It combines the effects of conduction through the fluid boundary layer and convection driven by fluid motion, making it central to the design of heat exchangers, reactors, and process equipment. Higher values indicate more efficient heat transfer, and the coefficient depends strongly on fluid properties, flow velocity, geometry, and surface roughness.
Process control is the engineering discipline concerned with maintaining process variables (temperature, pressure, flow rate, composition) at desired setpoints by manipulating control variables through feedback and feedforward control strategies. A typical feedback control loop consists of a sensor, controller (commonly PID), and final control element (valve or pump) that continuously corrects deviations from setpoint. It is essential in chemical plants, oil refineries, pharmaceutical manufacturing, and food processing to ensure product quality, process safety, and energy efficiency.
"Drying" from Old English "drygan" (to make dry), related to Proto-Germanic "draugijanan". Industrial drying as a scientific discipline was systematised in the 1920s–30s through the work of Lewis (1921) who developed the concept of the drying rate curve, and Sherwood (1929) who analysed internal moisture diffusion during the falling-rate period.