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.
Model values plot for GOES-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |