| Literature DB >> 32856892 |
Andrea Schwab1, Riccardo Levato2,3, Matteo D'Este1, Susanna Piluso2,4, David Eglin1, Jos Malda2,3.
Abstract
Three-dimensional bioprinting uses additive manufacturing techniques for the automated fabrication of hierarchically organized living constructs. The building blocks are often hydrogel-based bioinks, which need to be printed into structures with high shape fidelity to the intended computer-aided design. For optimal cell performance, relatively soft and printable inks are preferred, although these undergo significant deformation during the printing process, which may impair shape fidelity. While the concept of good or poor printability seems rather intuitive, its quantitative definition lacks consensus and depends on multiple rheological and chemical parameters of the ink. This review discusses qualitative and quantitative methodologies to evaluate printability of bioinks for extrusion- and lithography-based bioprinting. The physicochemical parameters influencing shape fidelity are discussed, together with their importance in establishing new models, predictive tools and printing methods that are deemed instrumental for the design of next-generation bioinks, and for reproducible comparison of their structural performance.Entities:
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Year: 2020 PMID: 32856892 PMCID: PMC7564085 DOI: 10.1021/acs.chemrev.0c00084
Source DB: PubMed Journal: Chem Rev ISSN: 0009-2665 Impact factor: 60.622
Figure 1Terminology of cell-free and cell-containing hydrogel inks for bioprinting and the biofabrication window. (A) Distinction between bioinks (cell laden) and biomaterial inks (cell free). In bioinks (left side), single cells, coated cells, and cell aggregates are intrinsic components of the formulation in combination with microcarriers, embedded in microgels, in precursors or physical hydrogels. In biomaterial inks (right side), cells are introduced within the 3D printed biomaterial scaffold, reducing the biological constraints on the inks. (A) Reproduced with permission from ref (20). Copyright 2018 IOP publishing under CC BY 3.0 (https://creativecommons.org/licenses/by/3.0/). (B) Schematic representation of the biofabrication window, illustrating the relation between shape fidelity and polymer concentration, cross-linking density, and stiffness. While stiff materials generally result in high shape fidelity, indicators of biological performance, such as cell proliferation, migration, and differentiation, are commonly reduced in such highly cross-linked hydrogels. The traditional biofabrication window is the result of a compromise between these opposing requirements. Novel approaches have been recently developed that expand the biofabrication window, enabling high shape fidelity even when printing low stiffness materials, enhancing biological competency. (B) Reproduced with permission from ref (21). Copyright 2013 John Wiley and Sons.
Figure 2Extrusion-based bioprinting. (A) Schematic illustration of extrusion printing technique: pneumatic, piston, and extrusion driven printing. Adapted with permission from ref (21). Copyright 2013 John Wiley and Sons. (B) Bottom up approach with layer-by-layer deposition of a bioink to produce 3D scaffolds, including gelation (e.g., light, ionic, pH, temperature, host–guest interaction, enzymatic) between deposition of single layers.
Figure 3Rheological properties affecting printability and shape fidelity. (A) Interplay of rheological properties in extrusion-based printing. (B) Amplitude sweep of a viscoelastic substance represented as a function of the shear stress, illustrating the yield point as the limit of the linear viscoelastic range, and the flow point, e.g., the stress at which the viscous modulus G″ is above the elastic modulus G′ and therefore flow can occur. (C) Elastic recovery test, where G′ (blue) and G″ (red) are measured under low deformation (white time interval) and high deformation (gray time interval). The curve represents the idealized behavior of a bioink for good printability and shape retention.
Figure 4Key aspects to assess printability in the context of extrusion- and lithography-based bioprinting technologies. While the principles (e.g., extrudability, filament characterization, rheological requirements) to assess the printability of a given bioink for extrusion-based bioprinting are different from those needed for lithographic bioprinting, the definition and methods to assess shape fidelity remain comparable across these different bioprinting platforms.
Figure 5Schematic summarizing key aspects during bioink development and modification, including printability assessment. During hydrogel development for 3D bioprinting, a cell friendly gelation mechanism and biomaterial cytocompatibility need to be assessed. When cells, particles, or fibers are embedded in the biomaterial, a homogeneous distribution before and after gelation is desirable to minimize sedimentation. Degradation and swelling behavior may have an influence on geometrical accuracy. The second step covers the assessment of printability which differs between printing technologies. The concept of printability assessment for extrusion printing includes rheological characterization, extrudability, and filament formation as well as shape fidelity. In lithographic printing, rheological requirements, shape fidelity is accompanied by optimization of photocuring depth and light penetration depth. After optimizing printing parameters to meet the printability requirements, the biological performance, including evaluating cell viability, cell proliferation, and cell differentiation, is required. When the bioink is modified by means of composition, cross-linking mechanism, or photoinitiator, the whole workflow should be repeated to ensure a cell friendly environment and optimized conditions to achieve good printability.
Parameters and Approaches Introduced To Evaluate Printability in Extrusion Printing. Data Focus on Materials Properties Pre-Printing as Well as on the Printing and Optimization of Filament Formation and Shape Fidelity of Single (1−2) Layersa
| methodology | parameter | significance | remarks | ref |
|---|---|---|---|---|
| rheology | flow behavior | shear-thinning behavior indicated by decrease in viscosity at increasing shear rate | • characterization of the bioink during development and optimization for printing | ( |
| • absolute magnitude independent of the printer type | ||||
| • provides an input parameter for in silico models | ||||
| yield stress | can counter deformation from gravity or surface tension, potential predictor of how well an ink holds its shape after extrusion | • absolute magnitude independent of the printer type | ( | |
| • provides an input parameter for in silico models | ||||
| elastic recovery | time dependent response of the material after shear induced deformation | • absolute magnitude independent of the printer type | ( | |
| • predicts filament recovery upon extrusion out of the nozzle | ||||
| shear stress | affects both cell behavior and printing resolution | • absolute magnitude independent of the printer type | ( | |
| • provides an input parameter for in silico models | ||||
| damping factor = tan (δ) = loss tangent | identifies a suitable balance between flow and shape retention | • dimensionless parameter based on rheological data | ( | |
| • independent of printer | ||||
| • comparable across laboratories | ||||
| filament formation | filament formation | drop vs continuous flow formation upon extrusion | • posthoc feedback to optimize printer settings | ( |
| • requires pregel with yield point | ||||
| filament uniformity | fidelity of filament geometry (diameter, height, aspect ratio) as a predictor of shape fidelity | • strategy to optimize printing settings | ( | |
| • neglects layer stacking | ||||
| • requires pregel with yield point | ||||
| filament collapse | stability of a single filament to bridge a distance without sagging | • prefabrication screening | ( | |
| • estimates potential artifacts and pore closure in
the | ||||
| filament collapse + gravity | stability of multiple filaments to bridge a distance | • limited to pregels with yield point | ( | |
| • filament circularity and layer stacking is neglected | ||||
| • limited to single layer constructs | ||||
| • distance to bridge is related to printing geometry | ||||
| filament fusion | defines the pore closure of two filaments | • time dependent ink flow in delayed of postextrusion cross-linking | ( | |
| • filament spacing is dependent on substrate surface | ||||
| extrudability | extrusion force | defines force needed to extrude an ink out of a nozzle | • extrusion force measurement to define pressure to achieve homogeneous flow | ( |
| • investigation of ink homogeneity during extrusion | ||||
| in silico models | power-law model | numerical model considering rheological data (viscosity shear rate) and printing parameters (needle length and radius, extrusion pressure and velocity) to predict shear-thinning coefficients | • restricted to static and linear fluid flow | ( |
| • restricted to incompressible materials | ||||
| • empirical model | ||||
| Herschel–Bulkley equation | numerical model considering rheological data (shear stress, shear rate) to predict flow behavior, flow rate and yield stress | • applicable for non-Newtonian fluids | ( | |
| • considering nonlinear shear stress and shear strain behavior | ||||
| • includes wall slipping (reduced viscosity near needle wall) | ||||
| • empirical model | ||||
| shape fidelity | filament circularity | describes filament spreading on a surface | • directly related to geometry of macroscopic shape | ( |
| • applicable to single and multilayered constructs to identify how well layers are stacking | ||||
| pore geometry | degree of reproducing ideal geometrical shapes | • applicable for horizontal and transversal pores in multi layered constructs | ( | |
| • pore geometry is related to filament spreading and fusion at intersection | ||||
| • limited to open pore structure | ||||
| visual grid | direct comparison of printed structure to computer generated lattice | • limited to simple constructs with macroscopic porosity | ( | |
| combined methodologies (image analysis, rheology) | biofabrication window | multiple parameter analysis to visualize parameter interplay | • phase diagram based only on selected parameters | ( |
| • readability limited to 3D graph illustrating maximum of three parameters | ||||
| • for multiple parameters visualization e.g., radar plots are possible | ||||
| dimensionless indices and scores | integrity index/printing fidelity | relative evaluation of layer stacking | • related to merging filaments and filament collapse (values <1) | ( |
| • percentage of height relative to theoretical height | ||||
| shape fidelity score | qualitative evaluation of printed grid and scoring based on edge shape and retaining of structure | • indices and scores solely focus on quality of printed filaments | ( | |
| • should be combined with scores addressing further analytics related to printability | ||||
| printability index | relative evaluation of pore geometry | • related to filament merging and collapse ( | ( | |
| • index focuses on transversal pore geometry | ||||
Parameters are summarized based on the methodology (rheology, image analysis, dimensionless indices and scores, numerical models).
Figure 6Quantitative tests to assess the extrudability, filament formation, and shape fidelity of bioink prior to the printing process. (A) Rheological data can be acquired for a specific ink, providing key information on properties necessary to extrude cohesive, stackable filaments. (Ai) Yield stress measurements correlate with the flow initiation step, (Aii) whereas shear-thinning properties of a bioink permit facile extrusion. (Aiii) Depending on the extrusion pressure and the polymer viscosity, droplet, or filament formation can occur at the nozzle. (Aiv) Bioinks able to form filaments and also show a rapid shear recovery after extrusion, can be used for printing and stacking multilayer constructs with improved shape fidelity.[144] (B) Uniformity of each extruded filament and thus its shape fidelity compared to the intended design (typically a cylindrical, smooth filament) can be assessed via image analysis and correlates with the ability of a viscoelastic bioink to absorb and disperse energy, as quantified by the loss tangent (tan (δ)). Higher values of the loss tangent were shown to correlate with better filament uniformity.[162] (C) Printed filaments can experience different deformations, given their limited mechanical properties, under the action of different forces, including gravity and surface tension.[78] (Ci) Printing a bioink filament on top of an array of pillar placed at increasing distances offers a simple and quantifiable way to assess sagging of support-free structures due to gravity (and, in absence of postprinting cross-linking to the viscoelastic properties of the hydrogel ink), as estimated via assessing the deflection angle θ. (Cii) Adjacent filaments in a filament fusion test (deposited in a meandering pattern at increasing filament distances, fd) can merge due to the surface tension between the bioink and the collector substrate, as well as between each layer of a bioink. Inks with lower yield stress tend to have longer fused segment length (fs) even at higher fd, causing a loss of resolution in the x–y plane. Schematics based on proposals from Paxton et al.[144] (A), Gao et al. 2018[162] (B), and Ribeiro et al. 2017[78] (C).
Figure 7Quantitative tests to assess the shape fidelity of a bioink during printing and postfabrication. (Ai) Single filaments are evaluated on their (Aii) homogeneity based on the fiber diameter (d1, d2, and d3), with identical diameters characterizing a homogeneous filament.[163,178] (Bi) Top and side view of 2D planar structures, meaning constructs that predominantly extend along two directions which are significantly wider than the height of the constructs which are typically composed of 1–2 layers. Planar structures being evaluated on (Bii) filament diameter and merging with focus on the intersection/overlay of two filaments and (Biii) transversal pore geometry with optimal rectangular pore shape for ideal filament stacking (printability index Pr = 1).[46,163] (Ci) Top and side view of multilayered constructs illustrating circularity of filaments.[46,105,140] (Cii) Visual grid as indicator how close the printed structure (green lines) match with the computer designed shape (black lines) post printing.[105] (Ciii) Layer stacking indicating the shape retention of circular filaments in multilayered constructs is analyzed by comparing the height of the computer designed sample to the height (h1 and h2).[162,163] Schematics based on proposals from Soltan et al. 2019, Wang et al. 2018[163,178] (A); Ouyang et al. 2016, Soltan et al. 2019[46,163] (B); and Petta el al. 2018, Gao et al. 2018, and Soltan et al. 2019[105,162,163] (C).
Figure 8Use of CT and OCT for visualization of filaments and pore structure in printed hydrogels for the evaluation of shape fidelity. (A) Use of micro-CT to assess shape fidelity of 3D printed HA-based hydrogel: (a) Optical image of a 3D printed lattice grid overlapped with its 3D CAD model; (b) micro-CT 3D reconstruction of the printed construct, where the color represents the thickness; (c) Strut thickness distribution in the 3D reconstruction; (d) micro-CT cross-section of a 3D printed construct of multiple layers illustrating overlaying accuracy; (e) 3D reconstruction image showing air pockets in red. Scale bars 1 mm. (A). Reproduced with permission from ref (105). Copyright 2018 American Chemical Society. (B) Optical coherence tomography (OCT) imaging of gelatin/alginate hydrogel with different architectures illustrating (A1, 3) the cross-section; (B1, 3) surface; (C1, 3) hydrogel at 1 mm depth; and (D1, 3) 3D observation of hydrogel matrix. Scale bars 500 μm, UMP: undefined micropores. (B) Adapted with permission from ref (192). Copyright 2106 The Optical Society.
Figure 9Schematic illustration of DLP printing and the effect of overcuring. (A) Schematics of a DLP printing approach, with a particular example using silk derived bioresins. (A) Adapted with permission from ref (263). Copyright 2018 Springer Nature under CC BY 4.0 (https://creativecommons.org/licenses/by/4.0/). (B) Example of improved printing resolution via addition of a biocompatible food dye as photo absorber to a PVA-MA bioink. CAD design of a cube, (C) overcured print, and (D) printed cube with sharp edges, from the photo absorber-laden bioink. (B–D) Adapted with permission from ref (247). Copyright 2018 IOP publishing under CC BY-NC-ND 3.0 (https://creativecommons.org/licenses/by-nc-nd/3.0/).