Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-07-20021022_040700_20021022_085100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/10/22 |
Start Time | | 2002/10/22 04:07 |
End Time | | 2002/10/22 08:49 |
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 | | 21.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 27.08 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 167.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-07-20021022_040700_20021022_085100-constBx0 |
Minimum Dst Value | | -20 |
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. |