Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Ryuho_Kataoka_051905_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | November 20 2003 |
Start Time | | 2003/11/20 12:00 |
End Time | | 2003/11/20 18:00 |
Key Words | | bow shock |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 2 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -16.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Ryuho_Kataoka_051905_3 |
Minimum Dst Value | | -329 |
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 Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |