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Tissue engineering basics

Biomedical Engineering (B.E./B.Tech) · Biomechanics, biomaterials and devices · free study notes for exams, placements and interviews

In short

Tissue engineering combines cells, a scaffold and biochemical or mechanical signals to grow living substitutes that restore, maintain or improve tissue function — the classic "tissue engineering triad". It sits between biomaterials science (what the scaffold is made of) and clinical medicine (what the graft must do), and it matters because transplantable organs and autografts are scarce while degenerative disease is not. In Indian B.E./B.Tech biomedical and biotech syllabi it appears as a full unit, and in GATE Biomedical Engineering (BM) and GATE Biotechnology (BT) it is examined through scaffold properties, cell-culture kinetics, mass transfer and porosity calculations. Employers include SCTIMST Thiruvananthapuram and its TIMed facility, inStem/CCMB/NCCS laboratories, Stempeutics Research (Bengaluru), Advancells, HCG and Apollo cell-therapy units, Pandorum Technologies, and device firms building scaffolds and bioreactors; regulatory roles work to the National Guidelines for Stem Cell Research (2017, ICMR-DBT) and the New Drugs and Clinical Trials Rules, 2019 under CDSCO.

Explained

The tissue engineering triad and what each element does

Cells and stem cells

Scaffolds: requirements, materials and fabrication

Cell seeding, mass transfer and bioreactors

Degradation, mechanics and characterisation

Clinical applications, limitations and the Indian regulatory frame

Key points

Formulas and examples

Porosity ε = 1 − (ρ_scaffold / ρ_bulk) = V_pores / V_total (dimensionless, often as %); ρ in g/cm³
Scaffold apparent density ρ_scaffold = m / V_apparent (g/cm³); m = dry mass (g), V = bulk volume including pores (cm³)
Gibson-Ashby (open-cell foam) E_scaffold / E_bulk ≈ C (ρ_scaffold/ρ_bulk)² with C ≈ 1 for open cells; σ*/σ_bulk ≈ 0.3 (ρ*/ρ_s)1.5
Specific surface area per unit volume for cylindrical fibres S_v = 4(1 − ε)/d_f (mm²/mm³); d_f = fibre diameter (mm)
Seeding efficiency η = (cells attached / cells seeded) × 100 %
Cell growth (exponential) N = N₀ · 2t/t_d = N₀ eµt; doubling time t_d = ln2/µ; population doublings PD = log₂(N/N₀)
Oxygen consumption (Michaelis-Menten) OUR = q_max · C/(K_m + C) (mol O₂ per cell per s); zeroth order when C >> K_m
Steady-state 1-D diffusion-reaction (slab, half-thickness L): C(x) = C₀ − (Q/2D)(2Lx − x²); critical half-thickness L_crit = √(2 D C₀ / Q)
D = diffusivity of O₂ in medium/tissue (≈2 × 10⁻⁹ m²/s), Q = volumetric consumption rate (mol/m³·s), C₀ = surface concentration (mol/m³)
Oxygen solubility (Henry) C = α · pO₂; for culture medium at 37 °C, C ≈ 0.20 mol/m³ at pO₂ = 160 mmHg (air-saturated)
Mass degradation % mass loss = (m₀ − m_t)/m₀ × 100; first-order Mw decay Mw(t) = Mw₀ e−kt
Perfusion wall shear in a pore (approximated as a tube) τ = 32 µ Q_flow /(π d³) — µ = viscosity (Pa·s), Q_flow = volumetric flow (m³/s), d = pore diameter (m)
Scaffold cell density ρ_cell = N / V_scaffold (cells/cm³)

Example 1 - Porosity and modulus of a PLGA scaffold. A freeze-dried PLGA scaffold disc is 12 mm diameter × 4 mm thick and weighs 32 mg dry. Bulk PLGA density = 1.30 g/cm³, bulk modulus = 2.0 GPa.

Example 2 - Expansion of MSCs: how many passages are needed? A bone-marrow aspirate yields 5 × 10⁵ MSCs. A 20 cm³ construct must be seeded at 2 × 10⁷ cells/cm³. Doubling time = 36 h.

Example 3 - Oxygen diffusion limit in a cell-laden hydrogel slab. Medium-facing hydrogel slab, cells at 1 × 10⁸ cells/cm³ (= 1 × 10¹⁴ cells/m³), per-cell consumption q = 2 × 10⁻¹⁷ mol/cell·s, D = 2 × 10⁻⁹ m²/s, surface C₀ = 0.20 mol/m³.

Example 4 - Seeding efficiency, static vs perfusion. 2 × 10⁶ cells are seeded onto each of two identical scaffolds. After 6 h, the static scaffold retains 7.0 × 10⁵ cells and the perfusion-seeded scaffold 1.70 × 10⁶.

Example 5 - Electrospun mat: fibre surface area and degradation half-life. An electrospun PCL mat has ε = 0.90 and fibre diameter 500 nm.

Scaffold classTypical materialDegradationStrengthBest for
Natural polymerCollagen, chitosan, silkEnzymatic, days-monthsLowSkin, soft tissue, hydrogel fillers
Synthetic polyesterPLGA, PLA, PCLHydrolysis, weeks-yearsModerateSutures, nerve conduits, resorbable fixation
Ceramic/compositeHA, β-TCP, bioglass, HA-PLGADissolution, months-yearsHigh, brittleBone grafts, dental
Decellularised ECMSIS, dermis, heart valveEnzymatic remodellingNative-likeValves, hernia repair, wound matrices
HydrogelAlginate, PEGDA, GelMAHydrolysis/ionic exchangeVery lowCell delivery, cartilage, bioinks
BioreactorMass transferShearNote
Static dishDiffusion onlyNilCore necrosis beyond ~200 µm
Spinner flaskSurface convectionHigh at surfaceSimple; outer shell of cells
Rotating wallModerate, uniformVery lowFree-fall suspension, spheroids
Direct perfusionThrough the poresTunableBest uniformity; needs interconnected pores

Where it is used

Interview questions

Common mistakes

Related topics

Biomaterials and biocompatibility · Artificial organs and implants · Medical device design and development · Cell and molecular biology for engineers · Bioreactor design and bioprocess engineering · Biomechanics and kinesiology

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