Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-10-20020702_215900_20020703_024700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/02 |
Start Time | | 2002/07/02 21:59 |
End Time | | 2002/07/03 02:45 |
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 | | -30.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-10-20020702_215900_20020703_024700-constBx0 |
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 Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |