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GF52812659

Tin

foil, 1m coil, thickness 0.109mm, coil width 41mm, as rolled, 99.95%

Synonym(s):

Tin, SN000350

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About This Item

Empirical Formula (Hill Notation):
Sn
CAS Number:
Molecular Weight:
118.71
MDL number:
UNSPSC Code:
12141745
PubChem Substance ID:
NACRES:
NA.23

Pricing and availability is not currently available.

Assay

99.95%

form

foil

manufacturer/tradename

Goodfellow 528-126-59

resistivity

11 μΩ-cm, 20°C

L × thickness × width

1 m × 0.109 mm × 41 mm

bp

2270 °C (lit.)

mp

231.9 °C (lit.)

density

7.310 g/mL at 25 °C (lit.)

SMILES string

[Sn]

InChI

1S/Sn

General description

For updated SDS information please visit www.goodfellow.com.

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    Mercury contamination removed with tin foil.
    R Grajower et al.
    Operative dentistry, 9(3), 101-104 (1984-01-01)
    Lis Danielsen et al.
    Forensic science international, 134(2-3), 134-141 (2003-07-10)
    Previously, electrical injuries have been suggested caused only by the concomitant heat developed during the passage of an electrical current. Recent experimental studies on fully anesthetized pigs and the study of one human case have, however, shown typical electrical alterations.
    Britta A Jung et al.
    Clinical oral implants research, 22(6), 664-668 (2010-11-04)
    To evaluate the necessity of three-dimensional imaging (computed tomography [CT]/cone-beam computed tomography [CBCT]) for paramedian insertion of palatal implants. Lateral radiographs and CBCT scans were performed from 18 human skulls. For lateral cephalometry, the nasal floor (right/left) and the oral
    Jianan Liu et al.
    Animal reproduction science, 134(3-4), 197-202 (2012-08-28)
    Cryopreservation of ovarian tissue has been the only effective way of ex situ conservation of female germplasm in avian species. A novel needle-in-straw (NIS) vitrification method was developed to store tissue in straws instead of cryovials. Fragments of ovarian tissue
    Andrey A Gurtovenko et al.
    The Journal of chemical physics, 130(21), 215107-215107 (2009-06-11)
    The electrostatic properties of lipid membranes are of profound importance as they are directly associated with membrane potential and, consequently, with numerous membrane-mediated biological phenomena. Here we address a number of methodological issues related to the computation of the electrostatic

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