Dma 5000 m
The DMA 5000 M is a digital density meter that measures the density of liquids, solutions, and suspensions. It utilizes the oscillating U-tube principle to determine the density of the sample with high accuracy and precision.
Lab products found in correlation
22 protocols using dma 5000 m
Density Measurements of GILs and MeCN
Synthesis and Characterization of Uranyl-Imidazolium Ionic Liquid
Viscosity, Density, and Refractive Index Characterization of Polymer Solutions
The density of the dope solution was determined using a digital density meter (Model: DMA 5000 M, Anton Paar) with an oscillating capillary U-tube. The measurement of density is based on the frequency of oscillation. An amount of 1 mL sample solution is filled into a U-shaped oscillating capillary tube. The density meter is set in connection with the rolling ball viscometer. For the determination of viscosity and density, PC/DCM dope solutions with 3, 6, 9, 12, 15, 17, 19 and 21 wt % polymer concentrations and PC/NMP solutions with 3, 6, 9, 12, 15, 18 wt % polymer concentrations were used. The same sample solutions were also analyzed for the refractive index using a refractometer (RX5000α, Atago, Washington, DC, USA). The refractometer was first calibrated with distilled water of known refractive index. About 2–3 mL of the sample solution was drawn and put in the sample cone of the refractometer.
Lipid Molecular Volume Determination
Precise Determination of Partial Specific Volume
Pretreatment Fluid Characterization
and viscosity of the pretreatment fluids were simultaneously determined
in an Anton Paar DMA 5000 M oscillating U-tube density meter with
an Anton Paar LOVIS 2000 ME microviscometer module attached based
on the rolling ball principle. The density meter chamber has two integrated
Pt 100 platinum thermometers together with Peltier elements for the
precise thermostating of the sample (temperature accuracy: 0.01 °C)
and performs an automatic correction of viscosity-related errors over
the full viscosity range. Uncertainty of the density values obtained
was estimated to be 1 × 10–5 g/cm3. The capillary of the microviscometer module, located into a temperature-controlled
block (temperature accuracy: 0.02 °C), was adjusted with a certified
viscosity standard fluid by Anton Paar. The dynamic viscosity values
thus obtained are accurate to within 0.5%.
Lipid Densitometry in Multilamellar Vesicles
Characterization of Solvent Properties
For the water-trehalose solution, the kinematic viscosity ν was measured with a micro-Ubbelhode viscosimeter, the mass density ρ with an Anton Paar DMA 5000 M densitometer, and the dynamic viscosity η was calculated as η = ρν. At any temperature, the refractive index n D is related to ρ by the Lorentz-Lorenz equation,
, where the specific refractivity r is rather temperature-independent. The value of r was obtained at 298.3 K from n D = 1.368, measured with a NAR-1T Liquid Abbe refractometer, and ρ = 1.098643 g cm -3 , independently measured.
For pure water, mass density, refractive index, and viscosity data as a function of temperature are available from the literature. We used ρ and n D taken from ref. [40] (link), after having verified the agreement with the measured value at one reference temperature. Measurements of ν were repeated, providing values of η in perfect agreement with the literature ones [41] (link). The temperature dependence of ρ, η and n D for the two solvent media is shown in Fig. S1.
Density Measurements of Liquids
Density and Refractive Index of CALX-173-GK
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