All Stories

  1. Colloidal gels
  2. Multiscale modeling of solute diffusion in triblock copolymer membranes
  3. Dynamics of equilibrium linked colloidal networks
  4. Geometric model of crack-templated networks for transparent conductive films
  5. Assembling Inorganic Nanocrystal Gels
  6. Prediction and Optimization of Ion Transport Characteristics in Nanoparticle-Based Electrolytes Using Convolutional Neural Networks
  7. Effects of linker flexibility on phase behavior and structure of linked colloidal gels
  8. Colloidal Nanocrystal Gels from Thermodynamic Principles
  9. Wertheim’s thermodynamic perturbation theory with double-bond association and its application to colloid–linker mixtures
  10. Transport Mechanisms Underlying Ionic Conductivity in Nanoparticle-Based Single-Ion Electrolytes
  11. Stability of force-driven shear flows in nonequilibrium molecular simulations with periodic boundaries
  12. Erratum: “Assembly of particle strings via isotropic potentials” [J. Chem. Phys. 150, 124903 (2019)]
  13. Erratum: “Influence of morphology of colloidal nanoparticle gels on ion transport and rheology” [J. Chem. Phys. 150, 214903 (2019)]
  14. Universal Gelation of Metal Oxide Nanocrystals via Depletion Attractions
  15. Design strategies for soft materials
  16. Connecting Solute Diffusion to Morphology in Triblock Copolymer Membranes
  17. Coarse-Grained Molecular Dynamics Simulations for Understanding the Impact of Short-Range Anisotropic Attractions on Structure and Viscosity of Concentrated Monoclonal Antibody Solutions
  18. Influence of pore morphology on the diffusion of water in triblock copolymer membranes
  19. Graphoepitaxy of hard spheres into square lattices
  20. Structure and phase behavior of polymer-linked colloidal gels
  21. The role of pressure in inverse design for assembly
  22. Influence of morphology of colloidal nanoparticle gels on ion transport and rheology
  23. Assembly of particle strings via isotropic potentials
  24. Cross-stream migration of a Brownian droplet in a polymer solution under Poiseuille flow
  25. Phase diagram for two-dimensional layer of soft particles
  26. Unsupervised machine learning for detection of phase transitions in off-lattice systems. I. Foundations
  27. Unsupervised machine learning for detection of phase transitions in off-lattice systems. II. Applications
  28. Gelation of plasmonic metal oxide nanocrystals by polymer-induced depletion attractions
  29. Communication: From close-packed to topologically close-packed: Formation of Laves phases in moderately polydisperse hard-sphere mixtures
  30. Improving Viscosity and Stability of a Highly Concentrated Monoclonal Antibody Solution with Concentrated Proline
  31. Inverse design of multicomponent assemblies
  32. Inverse Design of Self-Assembling Frank-Kasper Phases and Insights Into Emergent Quasicrystals
  33. Position-Dependent Dynamics Explain Pore-Averaged Diffusion in Strongly Attractive Adsorptive Systems
  34. Design of two-dimensional particle assemblies using isotropic pair interactions with an attractive well
  35. Reversible Self-Assembly of Glutathione-Coated Gold Nanoparticle Clusters via pH-Tunable Interactions
  36. A Conversation with John McKetta
  37. Probabilistic inverse design for self-assembling materials
  38. Designing pairwise interactions that stabilize open crystals: Truncated square and truncated hexagonal lattices
  39. Control of Primary Particle Spacing in Gold Nanoparticle Clusters for Both High NIR Extinction and Full Reversibility
  40. Cooling Dodecanethiol-Capped 2 nm Diameter Gold Nanocrystal Superlattices below Room Temperature Induces a Reversible Order–Disorder Structure Transition
  41. Orientationally Ordered Silicon Nanocrystal Cuboctahedra in Superlattices
  42. Contrasting the Influence of Cationic Amino Acids on the Viscosity and Stability of a Highly Concentrated Monoclonal Antibody
  43. Viscosity Reduction of a Concentrated Monoclonal Antibody with Arginine·HCl and Arginine·Glutamate
  44. Communication: Inverse design for self-assembly via on-the-fly optimization
  45. On the formation of equilibrium gels via a macroscopic bond limitation
  46. Fluids with competing interactions. I. Decoding the structure factor to detect and characterize self-limited clustering
  47. Fluids with competing interactions. II. Validating a free energy model for equilibrium cluster size
  48. Designing convex repulsive pair potentials that favor assembly of kagome and snub square lattices
  49. High concentration tangential flow ultrafiltration of stable monoclonal antibody solutions with low viscosities
  50. Graphoepitaxy for translational and orientational ordering of monolayers of rectangular nanoparticles
  51. Breadth versus depth: Interactions that stabilize particle assemblies to changes in density or temperature
  52. Formation of Small Gold Nanoparticle Chains with High NIR Extinction through Bridging with Calcium Ions
  53. Assembly of nothing: equilibrium fluids with designed structured porosity
  54. Steric stabilization of nanoparticles with grafted low molecular weight ligands in highly concentrated brines including divalent ions
  55. Linking Semiconductor Nanocrystals into Gel Networks through All‐Inorganic Bridges
  56. Predicting the structure of fluids with piecewise constant interactions: Comparing the accuracy of five efficient integral equation theories
  57. Communication: Local structure-mobility relationships of confined fluids reverse upon supercooling
  58. Origin and detection of microstructural clustering in fluids with spatial-range competitive interactions
  59. Tuning structure and mobility of solvation shells surrounding tracer additives
  60. Web applet for predicting structure and thermodynamics of complex fluids
  61. Nanocrystal superlattices that exhibit improved order on heating: an example of inverse melting?
  62. Equilibrium cluster fluids: pair interactions via inverse design
  63. Gold nanoparticles with high densities of small protuberances on nanocluster cores with strong NIR extinction
  64. Breakup of Oil Jets into Droplets in Seawater with Environmentally Benign Nanoparticle and Surfactant Dispersants
  65. How Local and Average Particle Diffusivities of Inhomogeneous Fluids Depend on Microscopic Dynamics
  66. Dimensionality and Design of Isotropic Interactions that Stabilize Honeycomb, Square, Simple Cubic, and Diamond Lattices
  67. Graphoepitaxy for Pattern Multiplication of Nanoparticle Monolayers
  68. High Interfacial Activity of Polymers “Grafted through” Functionalized Iron Oxide Nanoparticle Clusters
  69. Note: Position-dependent and pair diffusivity profiles from steady-state solutions of color reaction-counterdiffusion problems
  70. Structure, Thermodynamics, and Position-Dependent Diffusivity in Fluids with Sinusoidal Density Variations
  71. Modified Montmorillonite Clay Microparticles for Stable Oil-in-Seawater Emulsions
  72. Quenched Assembly of NIR-Active Gold Nanoclusters Capped with Strongly Bound Ligands by Tuning Particle Charge via pH and Salinity
  73. Inverse methods for material design
  74. Effects of protein engineering and rational mutagenesis on crystal lattice of single chain antibody fragments
  75. Synergistic Formation and Stabilization of Oil-in-Water Emulsions by a Weakly Interacting Mixture of Zwitterionic Surfactant and Silica Nanoparticles
  76. Predicting How Nanoconfinement Changes the Relaxation Time of a Supercooled Liquid
  77. Connection between Thermodynamics and Dynamics of Simple Fluids in Highly Attractive Pores
  78. Communication: Fine discretization of pair interactions and an approximate analytical strategy for predicting equilibrium behavior of complex fluids
  79. Communication: Phase behavior of materials with isotropic interactions designed by inverse strategies to favor diamond and simple cubic lattice ground states
  80. Charged Gold Nanoparticles with Essentially Zero Serum Protein Adsorption in Undiluted Fetal Bovine Serum
  81. Structural Ensemble of an Intrinsically Disordered Polypeptide
  82. Inverse design of simple pairwise interactions with low-coordinated 3D lattice ground states
  83. Tunable equilibrium nanocluster dispersions at high protein concentrations
  84. Equilibrium Gold Nanoclusters Quenched with Biodegradable Polymers
  85. Antibody nanoparticle dispersions formed with mixtures of crowding molecules retain activity and In Vivo bioavailability
  86. Concentrated Dispersions of Equilibrium Protein Nanoclusters That Reversibly Dissociate into Active Monomers
  87. Enhancing tracer diffusivity by tuning interparticle interactions and coordination shell structure
  88. Impact of surface roughness on diffusion of confined fluids
  89. Implications of the effective one-component analysis of pair correlations in colloidal fluids with polydispersity
  90. Communication: Generalizing Rosenfeld's excess-entropy scaling to predict long-time diffusivity in dense fluids of Brownian particles: From hard to ultrasoft interactions
  91. Putting the squeeze on cavities in liquids: Quantifying pressure effects on solvation using simulations and scaled-particle theory
  92. Mapping between long-time molecular and Brownian dynamics
  93. On the Use of Excess Entropy Scaling To Describe Single-Molecule and Collective Dynamic Properties of Hydrocarbon Isomer Fluids
  94. Excess-entropy scaling of dynamics for a confined fluid of dumbbell-shaped particles
  95. Excess entropy scaling of dynamic quantities for fluids of dumbbell-shaped particles
  96. On the Use of Excess Entropy Scaling to Describe the Dynamic Properties of Water
  97. Structural signatures of mobility on intermediate time scales in a supercooled fluid
  98. Erratum: “Relationship between thermodynamics and dynamics of supercooled liquids” [J. Chem. Phys. 125, 076102 (2006)]
  99. Generalized Rosenfeld scalings for tracer diffusivities in not-so-simple fluids: Mixtures and soft particles
  100. Composition and concentration anomalies for structure and dynamics of Gaussian-core mixtures
  101. RELATIONSHIP BETWEEN SHEAR VISCOSITY AND STRUCTURE OF A MODEL COLLOIDAL SUSPENSION
  102. Insights Into Crowding Effects on Protein Stability From a Coarse-Grained Model
  103. Available states and available space: static properties that predict self-diffusivity of confined fluids
  104. Polymer Conductivity through Particle Connectivity
  105. Anomalous structure and dynamics of the Gaussian-core fluid
  106. Response to “Comment on ‘Residual multiparticle entropy does not generally change sign near freezing’ ” [J. Chem. Phys. 130, 037101 (2009)]
  107. Attractions, Water Structure, and Thermodynamics of Hydrophobic Polymer Collapse
  108. Shear-rate-dependent structural order and viscosity of a fluid with short-range attractions
  109. Residual multiparticle entropy does not generally change sign near freezing
  110. Layering and Position-Dependent Diffusive Dynamics of Confined Fluids
  111. Structural anomalies of fluids: Origins in second and higher coordination shells
  112. Tuning Density Profiles and Mobility of Inhomogeneous Fluids
  113. Confinement, entropy, and single-particle dynamics of equilibrium hard-sphere mixtures
  114. Relationships between Self-Diffusivity, Packing Fraction, and Excess Entropy in Simple Bulk and Confined Fluids
  115. How short-range attractions impact the structural order, self-diffusivity, and viscosity of a fluid
  116. Does confining the hard-sphere fluid between hard walls change its average properties?
  117. Effect of Dilute Nitric Acid on Crystallization and Fracture of Amorphous Solid Water Films
  118. Effects of lengthscales and attractions on the collapse of hydrophobic polymers in water
  119. Excess-entropy-based anomalies for a waterlike fluid
  120. Analytical model for studying how environmental factors influence protein conformational stability in solution
  121. Volatile Diffusional Character of Cytoplasm
  122. Using available volume to predict fluid diffusivity in random media
  123. Heteropolymer Collapse Theory for Protein Folding in the Pressure-Temperature Plane
  124. Quantitative Link between Single-Particle Dynamics and Static Structure of Supercooled Liquids
  125. Transport in Amorphous Solid Water Films:  Implications for Self-Diffusivity
  126. Relationship between thermodynamics and dynamics of supercooled liquids
  127. Intrinsic vulnerabilities to mechanical failure in nanoscale films
  128. Model for the free-volume distributions of equilibrium fluids
  129. Evidence that Amorphous Water below 160 K Is Not a Fragile Liquid
  130. Thermodynamics Predicts How Confinement Modifies the Dynamics of the Equilibrium Hard-Sphere Fluid
  131. Free Volumes and the Anomalous Self-Diffusivity of Attractive Colloids
  132. Coarse-Grained Strategy for Modeling Protein Stability in Concentrated Solutions
  133. Hydrophobic hydration from small to large lengthscales: Understanding and manipulating the crossover
  134. Using Energy Landscapes To Predict the Properties of Thin Films †
  135. Response to “Comment on ‘A simple molecular thermodynamic theory of hydrophobic hydration’ ” [J. Chem. Phys. 119, 10448 (2003)]
  136. A simple analytical model of water
  137. Ideal glass transitions in thin films: An energy landscape perspective
  138. Comment on “Observations on an equation of state for water confined in narrow slit-pores” [J. Chem. Phys. 116, 2565 (2002)]
  139. A Simple Statistical Mechanical Model of Water
  140. Predicting water’s phase diagram and liquid-state anomalies
  141. The Kauzmann Paradox Revisited
  142. Iso-g(2) Processes in Equilibrium Statistical Mechanics
  143. Liquid Structure via Cavity Size Distributions