This depends a lot on the type of vessel you are in. Warning are dispatched in the USA and the UK with winds at 39+ MPH. So 30 mph is not enough for a warning but still not smooth sailing.
With 300 mph winds destruction would be complete. Well built houses would be completely blown away, and the few trees left standing would be left without bark or branches. At 30 mph nothing significant would happen. At worst a few tree limbs may break.
-55 F
30-45 mph
a sea tortise can swim 25 to 30 mph and a adult can swim 10 to 12 and walk 3 to 4 mph
It is going to be some gusty winds out in the north.The wind speed is going to be about 30 mph.
the AVERAGE speed of a thunderstorm is 30-35 mph. But some tend to go overboard and go 60 mph
A tropical depression wind speeds are 30-39 mph., while a hurricane's windspeed is in excess of 75 mph.
The Beaufort Scale is used internationally to standardize estimates of wind speed.There are four grades of breeze, ranging from light to strong, and with air speeds ranging from 4 mph (5.6 - 11 km/h) through to 25 - 30 mph (39 - 49 km/h).Wind covers the range from 31 - 38 mph ( 50 - 61 km/h).Although originally designed for sea use, the modern descriptions also have land descriptors such as "Whole trees in motion. Effort needed to walk against the wind."
Its an electric train. There is no smoke!
If you mean a tornado with 30 mph winds, then no. It probably wouldn't even be considered a tornado. A 30 mph wind would move or overturn a few light objects that aren't tied down and maybe break off a few loose twigs from trees. If you mean a tornado traveling at 30 mph, then yes. The forward traveling speed of a tornado does not correspond to its wind speed. A tornado moving at 30 mph could still pack winds over 200 mph and perhaps over 300 mph. A tornado with such winds could destroy entire neighborhoods fairly easily.
22,836.2 miles per hour at sea level.
The wind correction angle for a true course of 30 degrees, with an airspeed of 300, with a wind direction of 90, and with a wind speed of 50, is -8.3 degrees. The indicated course must then be 21.7 degrees. CCORRECTION = sin-1 (VWIND sin (CWIND - CACTUAL) / VINDICATED)