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/dports/www/py-protego/Protego-0.1.16/tests/test_data/
H A Dwww.schneider-electric.com77 Sitemap: https://www.schneider-electric.com/b2b/en/sitemap_work_b2b.xml
78 Sitemap: https://www.schneider-electric.com/b2b/fr/sitemap_work_b2b.xml
79 Sitemap: https://www.schneider-electric.com/google_map_en.xml
80 Sitemap: https://www.schneider-electric.com/google_map_fr.xml
84 Sitemap: https://www.schneider-electric.com/en/faqs/sitemap.xml
87 Sitemap: https://www.schneider-electric.com/en/product/google-product-sitemapindex-WW-en.xml
88 Sitemap: https://www.schneider-electric.com/en/product-range/google-range-sitemapindex-WW-en.xml
90 Sitemap: https://www.schneider-electric.com/en/product-range-download/google-range-download-sitemap…
91 Sitemap: https://www.schneider-electric.com/en/product-category/google-category-sitemapindex-WW-en.…
92 Sitemap: https://www.schneider-electric.com/en/product-subcategory/google-subcategory-sitemapindex-…
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/dports/science/quantum-espresso/q-e-qe-6.7.0/PW/examples/example10/
H A DREADME3 finite electric field. The method is explained in:
14 If .TRUE. a homogeneous finite electric field
23 For calculations with finite electric fields
31 The same for calculation with finite electric fields
66 To perform a calculations with an electric field, an estimate of
67 the optimized wavefunctions is needed to build the electric field
75 The parameters GDIR defines the direction of the electric field.
105 the electric field must be given in Cartesian coordinates,
117 the electric field Hamiltonian depends self consistently on the
133 along the directions of the electric field: gdir=3,nppstr=7
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/dports/science/openmx/openmx3.8/work/geoopt_example/
H A DTiO2_DIIS.out189 Uef: electric energy by electric field
262 Uef: electric energy by electric field
333 Uef: electric energy by electric field
403 Uef: electric energy by electric field
472 Uef: electric energy by electric field
540 Uef: electric energy by electric field
609 Uef: electric energy by electric field
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H A DV2O5_DIIS.out204 Uef: electric energy by electric field
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H A DGlycine_DIIS.out189 Uef: electric energy by electric field
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H A Dd-H2O_DIIS.out175 Uef: electric energy by electric field
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H A DGlycine_BFGS.out189 Uef: electric energy by electric field
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H A DGlycine_EF.out189 Uef: electric energy by electric field
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547 Uef: electric energy by electric field
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689 Uef: electric energy by electric field
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H A DSialicAcid_BFGS.out221 Uef: electric energy by electric field
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382 Uef: electric energy by electric field
456 Uef: electric energy by electric field
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H A DSialicAcid_DIIS.out221 Uef: electric energy by electric field
302 Uef: electric energy by electric field
382 Uef: electric energy by electric field
456 Uef: electric energy by electric field
531 Uef: electric energy by electric field
606 Uef: electric energy by electric field
680 Uef: electric energy by electric field
755 Uef: electric energy by electric field
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H A DGlycine_RF.out189 Uef: electric energy by electric field
262 Uef: electric energy by electric field
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406 Uef: electric energy by electric field
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547 Uef: electric energy by electric field
618 Uef: electric energy by electric field
689 Uef: electric energy by electric field
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H A Dd-H2O_EF.out175 Uef: electric energy by electric field
242 Uef: electric energy by electric field
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H A DNaCl_DIIS.out172 Uef: electric energy by electric field
238 Uef: electric energy by electric field
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H A DNBen_DIIS.out202 Uef: electric energy by electric field
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H A DTiO2_RF.out189 Uef: electric energy by electric field
262 Uef: electric energy by electric field
333 Uef: electric energy by electric field
403 Uef: electric energy by electric field
472 Uef: electric energy by electric field
540 Uef: electric energy by electric field
609 Uef: electric energy by electric field
678 Uef: electric energy by electric field
747 Uef: electric energy by electric field
813 Uef: electric energy by electric field
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H A DTiO2_BFGS.out189 Uef: electric energy by electric field
262 Uef: electric energy by electric field
333 Uef: electric energy by electric field
403 Uef: electric energy by electric field
472 Uef: electric energy by electric field
540 Uef: electric energy by electric field
609 Uef: electric energy by electric field
678 Uef: electric energy by electric field
747 Uef: electric energy by electric field
813 Uef: electric energy by electric field
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H A DNBen_BFGS.out202 Uef: electric energy by electric field
277 Uef: electric energy by electric field
351 Uef: electric energy by electric field
425 Uef: electric energy by electric field
498 Uef: electric energy by electric field
572 Uef: electric energy by electric field
645 Uef: electric energy by electric field
718 Uef: electric energy by electric field
791 Uef: electric energy by electric field
865 Uef: electric energy by electric field
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H A Dd-H2O_RF.out175 Uef: electric energy by electric field
242 Uef: electric energy by electric field
308 Uef: electric energy by electric field
373 Uef: electric energy by electric field
438 Uef: electric energy by electric field
502 Uef: electric energy by electric field
567 Uef: electric energy by electric field
632 Uef: electric energy by electric field
697 Uef: electric energy by electric field
761 Uef: electric energy by electric field
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/dports/science/gromacs/gromacs-2021.4/docs/reference-manual/special/
H A Delectric-fields.rst6 A pulsed and oscillating electric field can be applied according to:
16 :mdp:`electric-field-x` for more details.
19 ice \ :ref:`146 <refCaleman2008a>`. A pulsed electric field may look ike
21 of an applied electric field on a system under periodic boundary
22 conditions is analyzed. It is described that the effective electric
28 the simulation, this way of applying an electric field is not useful.
45 electric-field-x = 0.04 0 0 0
52 electric-field-x = 2.0 150 5 0
54 yields an oscillating electric field with :math:`E_0` = 2 V/nm,
59 electric-field-x = 2.0 150 5 1
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/dports/multimedia/v4l_compat/linux-5.13-rc2/drivers/of/unittest-data/
H A Doverlay_bad_add_dup_prop.dts6 * &electric_1/motor-1/electric and &spin_ctrl_1/electric are the same node:
7 * /testcase-data-2/substation@100/motor-1/electric
15 * level of node 'electric'. That resulted in the 'rpm_avail'
21 * enabled. Adding the overlay node 'electric' avoids the
29 electric {
36 electric {
/dports/multimedia/libv4l/linux-5.13-rc2/drivers/of/unittest-data/
H A Doverlay_bad_add_dup_prop.dts6 * &electric_1/motor-1/electric and &spin_ctrl_1/electric are the same node:
7 * /testcase-data-2/substation@100/motor-1/electric
15 * level of node 'electric'. That resulted in the 'rpm_avail'
21 * enabled. Adding the overlay node 'electric' avoids the
29 electric {
36 electric {
/dports/multimedia/v4l-utils/linux-5.13-rc2/drivers/of/unittest-data/
H A Doverlay_bad_add_dup_prop.dts6 * &electric_1/motor-1/electric and &spin_ctrl_1/electric are the same node:
7 * /testcase-data-2/substation@100/motor-1/electric
15 * level of node 'electric'. That resulted in the 'rpm_avail'
21 * enabled. Adding the overlay node 'electric' avoids the
29 electric {
36 electric {
/dports/cad/csxcad/CSXCAD-0.6.2-103-g3c4fb66/matlab/
H A DAddLorentzMaterial.m11 % f_eps_plasma: the respective electric angular plasma frequency
13 % t_eps_r: the respective electric relaxation time
17 % 'EpsilonPlasmaFrequency': electric plasma frequency (f_eps_plasma)
19 % 'EpsilonRelaxTime': electric plasma relaxation time (losses)
25 % 'EpsilonPlasmaFrequency_<n>': n-th order electric plasma frequency (f_eps_plasma)
27 % 'EpsilonRelaxTime_<n>': n-th order electric plasma relaxation time (losses)
34 % f_eps_Lor_Pole: the respective electric angular lorentz pole frequency
38 % 'EpsilonLorPoleFrequency': electric lorentz pole frequency (f_eps_Lor_Pole)
44 % 'EpsilonLorPoleFrequency_<n>': n-th order electric lorentz pole frequency (f_eps_plasma)
/dports/java/jaxen/jaxen-1.0-FCS/src/java/main/org/jaxen/exml/
H A DDocumentNavigator.java73 import electric.xml.Document;
74 import electric.xml.Element;
75 import electric.xml.Comment;
76 import electric.xml.Attribute;
77 import electric.xml.Text;
78 import electric.xml.CData;
79 import electric.xml.Instruction;
80 import electric.xml.Child;
81 import electric.xml.Children;
82 import electric.xml.Parent;
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/dports/science/dalton/dalton-66052b3af5ea7225e31178bf9a8b031913c72190/DALTON/Doc/
H A Dfinitefield.tex5 dependence of these properties under an external electric
6 perturbation. This can be easily achieved by adding static electric
11 finite electric field calculations, and the following section
16 The presence of an external electric field can be modeled by adding a
19 and the external electric field:
24 where $\mathbf{d}_{e}$ is the electric dipole moment\index{dipole
37 The electric field dependence of different molecular properties are
103 the electric dipole operator\index{dipole moment},
105 electric dipole and the external electric field. This is achieved in
107 electric field\index{electric field!external} is signaled by the
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