Jülich DATA

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Jülich DATA is the central institutional repository for research data of Forschungszentrum Jülich.

It serves as a platform for all research data generated at Forschungszentrum Jülich or created in this context. Please feel welcome to index your research data here.

This service is managed by the Central Library. Please see our guide about how to use this service or feel free to reach out via email to forschungsdaten@fz-juelich.de.

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23,391 to 23,400 of 24,597 Results

TSMP_G2A_monthly_groundwater_table_depth_anomaly_FZJ-IBG3_TSMP_0.1_degree_v1.1996_2016.nc May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe Network Common Data Form - 167.9 MB - SHA-256: cb307f74a193b7dc06443d50c61357fd50625c8bd8610094ba485309e4c4445f Monthly groundwater table depth anomalies calculated from the TSMP-G2A data set
TSMP_G2A_monthly_precipitation_anomaly_FZJ-IBG3_TSMP_0.1_degree_v1.1996_2016.nc May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe Network Common Data Form - 167.9 MB - SHA-256: 25188351e4f16eac5a147ff03c402b4699183a02ff2cd28940fb2b0effd4da4f Monthly precipitation anomalies calculated from the TSMP-G2A data set
Data for: Reappearance of first Shapiro step in narrow topological Josephson junctions May 12, 2021 - Peter Grünberg Institute – Semiconductor Nanoelectronics (PGI-9) Rosenbach, Daniel; Schmitt, Tobias W.; Schüffelgen, Peter; Stehno, Martin P.; Li, Chuan; Schleenvoigt, Michael; Jalil, Abdul Reman; Mussler, Gregor; Neumann, Elmar; Trellenkamp, Stefan; Golubov, Alexander A.; Brinkman, Alexander; Grützmacher, Detlev; Schäpers, Thomas, 2021, "Data for: Reappearance of first Shapiro step in narrow topological Josephson junctions", https://doi.org/10.26165/JUELICH-DATA/A6DGGW, Jülich DATA, V1 Reappearance of first Shapiro step in narrow topological Josephson junctions: Source data underlying Figs. 2, 4, 5, and 6 and Supplementary Figs. S1 and S2.
SciAdv_Data_Repository_Figures.xlsx May 12, 2021 - Data for: Reappearance of first Shapiro step in narrow topological Josephson junctions MS Excel Spreadsheet - 7.8 MB - SHA-256: b17d420e1e5fb4844c8c89ad9c629f9093d828b48ec9b8f5e9727f87489a2ab5
Open Access Monitor: Musterlösungen für Auswertungen zur DFG-Antragstellung Open Access Publikationskosten May 12, 2021 - Central Library Mittermaier, Bernhard; Barbers, Irene; Putnings, Markus, 2021, "Open Access Monitor: Musterlösungen für Auswertungen zur DFG-Antragstellung Open Access Publikationskosten", https://doi.org/10.26165/JUELICH-DATA/POJQGJ, Jülich DATA, V4 Das Dataset enthält Musterlösungen zu Auswertungen aus dem Open Access Monitor im Rahmen der Antragstellung für das DFG-Förderprogramm "Open Access Publikationskosten" und bezieht sich auf die Anleitung "Auswertungen zur DFG-Antragstellung mit dem Open Access Monitor". Die Beispi...
FZJ_1v1.xlsx May 12, 2021 - Open Access Monitor: Musterlösungen für Auswertungen zur DFG-Antragstellung Open Access Publikationskosten MS Excel Spreadsheet - 16.3 KB - SHA-256: 94a8b50be54a9f833a0f40c8843413e2f5e304d47a7500c4035b2ed783f9ca94 Formeln aktualisiert: Rundung der berechneten Jahreswerte
Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis May 4, 2021 - Quantum Mechanics Baumeister, Paul F., 2021, "Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis", https://doi.org/10.26165/JUELICH-DATA/MWHIW5, Jülich DATA, V1 The spherical harmonic oscillator is one of the most basic quantum mechanical problems with known analytical solutions in two representations: Radial and Cartesian. This data file provides the coefficient of the unitary transformation connecting the two representations.
sho_unitary.dat May 4, 2021 - Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis Fixed Field Text Data - 53.0 KB - SHA-256: 7790979cf69bcb4f2244044b59e80ef1c66f2c62960f44f208de4908a55e8adf integer coefficients for non-zero matrix elements up to \nu = 9
sho_unitary.F90 May 4, 2021 - Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis Unknown - 39.1 KB - SHA-256: a8266960a3590f57ce52ecb8e89c7b1dc5a6dfeb024bcb6e5aafae7e3d7bd1d0 generator code (Fortran 90)
sho_unitary.pdf May 4, 2021 - Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis Adobe PDF - 152.0 KB - SHA-256: 44fe93409e3a7c7f25629d88633bbebe220e1dca39002125f65d77f1259a144a Theory document

TSMP_G2A_monthly_groundwater_table_depth_anomaly_FZJ-IBG3_TSMP_0.1_degree_v1.1996_2016.nc

May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe

Network Common Data Form - 167.9 MB - SHA-256: cb307f74a193b7dc06443d50c61357fd50625c8bd8610094ba485309e4c4445f

Monthly groundwater table depth anomalies calculated from the TSMP-G2A data set

TSMP_G2A_monthly_precipitation_anomaly_FZJ-IBG3_TSMP_0.1_degree_v1.1996_2016.nc

May 31, 2021 - Using Long Short-Term Memory networks to connect water table depth anomalies to precipitation anomalies over Europe

Network Common Data Form - 167.9 MB - SHA-256: 25188351e4f16eac5a147ff03c402b4699183a02ff2cd28940fb2b0effd4da4f

Monthly precipitation anomalies calculated from the TSMP-G2A data set

Data for: Reappearance of first Shapiro step in narrow topological Josephson junctions

May 12, 2021 - Peter Grünberg Institute – Semiconductor Nanoelectronics (PGI-9)

Rosenbach, Daniel; Schmitt, Tobias W.; Schüffelgen, Peter; Stehno, Martin P.; Li, Chuan; Schleenvoigt, Michael; Jalil, Abdul Reman; Mussler, Gregor; Neumann, Elmar; Trellenkamp, Stefan; Golubov, Alexander A.; Brinkman, Alexander; Grützmacher, Detlev; Schäpers, Thomas, 2021, "Data for: Reappearance of first Shapiro step in narrow topological Josephson junctions", https://doi.org/10.26165/JUELICH-DATA/A6DGGW, Jülich DATA, V1

Reappearance of first Shapiro step in narrow topological Josephson junctions: Source data underlying Figs. 2, 4, 5, and 6 and Supplementary Figs. S1 and S2.

SciAdv_Data_Repository_Figures.xlsx

May 12, 2021 - Data for: Reappearance of first Shapiro step in narrow topological Josephson junctions

MS Excel Spreadsheet - 7.8 MB - SHA-256: b17d420e1e5fb4844c8c89ad9c629f9093d828b48ec9b8f5e9727f87489a2ab5

Open Access Monitor: Musterlösungen für Auswertungen zur DFG-Antragstellung Open Access Publikationskosten

May 12, 2021 - Central Library

Mittermaier, Bernhard; Barbers, Irene; Putnings, Markus, 2021, "Open Access Monitor: Musterlösungen für Auswertungen zur DFG-Antragstellung Open Access Publikationskosten", https://doi.org/10.26165/JUELICH-DATA/POJQGJ, Jülich DATA, V4

Das Dataset enthält Musterlösungen zu Auswertungen aus dem Open Access Monitor im Rahmen der Antragstellung für das DFG-Förderprogramm "Open Access Publikationskosten" und bezieht sich auf die Anleitung "Auswertungen zur DFG-Antragstellung mit dem Open Access Monitor". Die Beispi...

FZJ_1v1.xlsx

May 12, 2021 - Open Access Monitor: Musterlösungen für Auswertungen zur DFG-Antragstellung Open Access Publikationskosten

MS Excel Spreadsheet - 16.3 KB - SHA-256: 94a8b50be54a9f833a0f40c8843413e2f5e304d47a7500c4035b2ed783f9ca94

Formeln aktualisiert: Rundung der berechneten Jahreswerte

Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis

May 4, 2021 - Quantum Mechanics

Baumeister, Paul F., 2021, "Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis", https://doi.org/10.26165/JUELICH-DATA/MWHIW5, Jülich DATA, V1

The spherical harmonic oscillator is one of the most basic quantum mechanical problems with known analytical solutions in two representations: Radial and Cartesian. This data file provides the coefficient of the unitary transformation connecting the two representations.

sho_unitary.dat

May 4, 2021 - Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis

Fixed Field Text Data - 53.0 KB - SHA-256: 7790979cf69bcb4f2244044b59e80ef1c66f2c62960f44f208de4908a55e8adf

integer coefficients for non-zero matrix elements up to \nu = 9

sho_unitary.F90

May 4, 2021 - Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis

Unknown - 39.1 KB - SHA-256: a8266960a3590f57ce52ecb8e89c7b1dc5a6dfeb024bcb6e5aafae7e3d7bd1d0

generator code (Fortran 90)

sho_unitary.pdf

May 4, 2021 - Unitary Transform between Radial and Cartesian Representation of the Spherical Harmonic Oscillator Basis

Adobe PDF - 152.0 KB - SHA-256: 44fe93409e3a7c7f25629d88633bbebe220e1dca39002125f65d77f1259a144a

Theory document

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