Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit326-11-20020810_044200_20020810_092700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/10 |
Start Time | | 2002/08/10 04:42 |
End Time | | 2002/08/10 09:25 |
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 | | -7.98 |
Dipole Tilt, in Y-Z GSE plane, deg | | 24.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 152.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit326-11-20020810_044200_20020810_092700-constBx0 |
Minimum Dst Value | | -43 |
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-9 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. |