🧪 Emulsion flow curves across the zero-temperature jamming transition (Paredes, Michels & Bonn 2013, Fig. 1)

dataset id: paredes2013_fig1

Steady-state flow curves of a dense soft-sphere emulsion digitized from Fig. 1 of Paredes, Michels & Bonn, Phys. Rev. Lett. 111, 015701 (2013). Ten volume fractions from 0.65 to 0.80 spanning the jamming transition. This is the foundational dataset for the jamming-as-critical-transition scaling picture: supercritical curves follow Herschel-Bulkley and collapse onto a master curve when rescaled by distance to jamming.

📈 Data

🗂️ Metadata

Field	Value
Material	Dense soft-sphere emulsion
Material kind	emulsion
Source	Paredes, J.; Michels, M. A. J.; Bonn, D.; Rheology across the zero-temperature jamming transition; Physical Review Letters; 2013
DOI	10.1103/PhysRevLett.111.015701
Figure	1
Measurement type	flow_curve
Geometry	not reported
Temperature	—
Protocol	Steady-state flow curves; measurement protocol not reported with the digitized data.
Provenance	literature, digitized: yes

🧫 Samples

Sample id	Label
phi_0.8	φ = 0.8
phi_0.78	φ = 0.78
phi_0.76	φ = 0.76
phi_0.74	φ = 0.74
phi_0.72	φ = 0.72
phi_0.7	φ = 0.7
phi_0.68	φ = 0.68
phi_0.67	φ = 0.67
phi_0.66	φ = 0.66
phi_0.65	φ = 0.65

📋 Data columns

Role	Column	Units
x	shear_rate_1/s	1/s
y	stress_Pa	Pa
sample	sample_id	—

🏷️ Tags

yield-stress emulsion volume-fraction-series jamming