Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nele_Neddermann_071515_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 01, 2001 |
Start Time | | 2001/01/01 00:00 |
End Time | | 2001/01/02 00:00 |
Key Words | | current at ionospheric grid points |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.61 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 165.00000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Nele_Neddermann_071515_1 |
Minimum Dst Value | | -7 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |