Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit350-07-20021005_122300_20021005_170800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/10/05 |
Start Time | | 2002/10/05 12:23 |
End Time | | 2002/10/05 17:06 |
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 | | -4.27 |
Dipole Tilt, in Y-Z GSE plane, deg | | 28.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 155.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit350-07-20021005_122300_20021005_170800-constBx0 |
Minimum Dst Value | | -102 |
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. |