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Bragg Angle Calculator

Plane Miller indices (h k l):

Choose system and enter lattice constants/angles:










Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree

Lattice constants:
a: angstrom

b: angstrom

c: angstrom

Angles:
alfa: degree

beta: degree

gamma: degree


Energy/wavelength value:
Energy/wavelength unit:



Note- For an authentic calculation please refer to book "Electron Backscatter Diffraction in Materials Science By Adam J. Schwartz, Mukul Kumar, Brent L. Adams, David Field."
If you find any error or you have any suggestion, please mail me at knolravi@gmail.com.
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