Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit393-06-20030115_144500_20030115_192900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2003/01/15 |
Start Time | | 2003/01/15 14:45 |
End Time | | 2003/01/15 19:27 |
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 | | 11.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 145.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit393-06-20030115_144500_20030115_192900-constBx0 |
Minimum Dst Value | | -12 |
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. |