Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit367-08-20021115_035600_20021115_084100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/15 |
Start Time | | 2002/11/15 03:56 |
End Time | | 2002/11/15 08:39 |
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 | | 28.69 |
Dipole Tilt, in Y-Z GSE plane, deg | | 20.92 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit367-08-20021115_035600_20021115_084100-constBx0 |
Minimum Dst Value | | -22 |
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. |