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(Q105488118)
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English
Bragg angle
in X-ray crystallography, angle between lattice plane and scattered ray
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Statements
subclass of
angular measure
0 references
named after
William Lawrence Bragg
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William Henry Bragg
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ISQ dimension
1
{\displaystyle 1}
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defining formula
2
d
sin
ϑ
=
n
λ
{\displaystyle 2d\sin {\vartheta }=n\lambda }
2 references
stated in
ISO 80000-12:2019 Quantities and units — Part 12: Condensed matter physics
section, verse, paragraph, or clause
12-4
stated in
The Reflection of X-rays by Crystals
page(s)
436
in defining formula
ϑ
{\displaystyle \vartheta }
symbol represents
Bragg angle
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d
{\displaystyle d}
symbol represents
lattice plane spacing
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λ
{\displaystyle \lambda }
symbol represents
electromagnetic wavelength
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n
{\displaystyle n}
symbol represents
order of reflexion
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quantity symbol (LaTeX)
ϑ
{\displaystyle \vartheta }
1 reference
stated in
ISO 80000-12:2019 Quantities and units — Part 12: Condensed matter physics
section, verse, paragraph, or clause
12-4
described by source
ISO 80000-12:2019 Quantities and units — Part 12: Condensed matter physics
section, verse, paragraph, or clause
12-4
subject named as
Bragg angle
0 references
The Reflection of X-rays by Crystals
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maintained by WikiProject
WikiProject Mathematics
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recommended unit of measurement
1
1 reference
stated in
ISO 80000-12:2019 Quantities and units — Part 12: Condensed matter physics
section, verse, paragraph, or clause
12-4
degree
1 reference
stated in
ISO 80000-12:2019 Quantities and units — Part 12: Condensed matter physics
section, verse, paragraph, or clause
12-4
different from
Bragg's law
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Identifiers
QUDT quantity kind ID
BraggAngle
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Wolfram Language quantity ID
BraggAngle
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Sitelinks
Wikipedia
(2 entries)
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dewiki
Bragg-Winkel
enwiki
Bragg angle
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