Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Paul_Tenfjord_050515_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | April 05, 2010 |
Start Time | | 2010/04/05 07:30 |
End Time | | 2010/04/05 11:30 |
Key Words | | By reversal |
Model | | LFM |
Model Version | | LTR-2_2_0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -1.71 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.35 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 79.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Paul_Tenfjord_050515_1 |
Minimum Dst Value | | -37 |
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. |