Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit395-09-20030120_232000_20030121_040500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2003/01/20 |
Start Time | | 2003/01/20 23:20 |
End Time | | 2003/01/21 04:03 |
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 | | 27.82 |
Dipole Tilt, in Y-Z GSE plane, deg | | -21.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit395-09-20030120_232000_20030121_040500-constBx0 |
Minimum Dst Value | | -16 |
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 GOES-10 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |