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[FM] Huge roll moment with weapon release


TheSkipjack95

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BTW I flew the Harrier loaded last night (full internal fuel, two bags, 2 mavs 2SEs), and at cruise speeds the roll didn't seem particularly affected by the weight, and wasn't really precisely controllable. Could this be linked to our "issue" ? The anhedral is supposed to alleviate the excessive stability from a high mounted wing, but still.

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Yeah I feel this is a bit overdone. I'm no Harrier pilot, but it just feels wrong in DCS.

 

Same here and what gives me the feel is that the effect is much less in the F-5E which has most similar weight and wing span in DCS. Firing off a "Pete Mitchell" feels like dropping a pair of Mk.84s instead.

dcsdashie-hb-ed.jpg

 

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I´ll side with the Harrier Pilot quoted earlier and say there really is no issue here.

 

The Roll you get is noticable, but certainly not "huge" and expected. With just a few clicks either left or right you´ll have it compensated and can fly circles all day long without problems.

 

I certainly do hope RAZBAM does not change the current behavior just because a few people "have a feeling".

[sIGPIC][/sIGPIC]

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To further my case of the effect being overdone : using numbers in this thread, my imbalance there is 78 530ftlbs, half the figure the manual lists as still being safe.

 

I'd just like to point out something that nobody else has - the manual's figure is not in the same units as your figure. The manuals figure is in inch-pounds.

 

148,000 inch-pounds = 12,333.34 foot-pounds

 

Your figure is 600% greater than the manuals...

63c5qrm.png

Intel i5-8600k | EVGA RTX 3070 | Windows 10 | 32GB RAM @3600 MHz | 500 GB Samsung 850 SSD

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I certainly do hope RAZBAM does not change the current behavior just because a few people "have a feeling".

 

Those usually bring up the people that have numbers. If they differ from what's in the sim, a change is needed. Otherwise is not and those who felt can see the facts. If none would feel, we could as well just get a completely wrong module without anyone ever noticing what's off rainbowdashwink.png

 

To further my case of the effect being overdone : using numbers in this thread, my imbalance there is 78 530ftlbs, half the figure the manual lists as still being safe.

 

 

Yv8JXHn.png

 

 

 

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

 

How did you get your imbalance BTW?

dcsdashie-hb-ed.jpg

 

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