Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-05-20020319_055600_20020319_104000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 05:56 |
End Time | | 2002/03/19 10:38 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 7.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-05-20020319_055600_20020319_104000-constBx0 |
Minimum Dst Value | | -37 |
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. |