Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-10-20021115_132800_20021115_181300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/15 |
Start Time | | 2002/11/15 13:28 |
End Time | | 2002/11/15 18:11 |
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 | | 9.50 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-10-20021115_132800_20021115_181300-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. |