Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: D_RN_090422_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | May 04, 1998 |
Start Time | | 1998/05/04 03:08 |
End Time | | 1998/05/04 04:20 |
Key Words | | Heat |
Model | | OpenGGCM |
Model Version | | 5.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 21.71 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 123.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | D_RN_090422_1 |
Minimum Dst Value | | -76 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |