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: |
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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 |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-11 for time period of this run.
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)
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