Question

In: Physics

The breaker wave height and alongshore current are measured as 5.5 ft and 2.7 ft/s, respectively....

The breaker wave height and alongshore current are measured as 5.5 ft and 2.7 ft/s, respectively. For a beach slope of 1 :20 with straight and parallel depth contours, determine the angle of wave approach at the breaker zone.

Solutions

Expert Solution

the alongshore current can be calculated through the empirical relation with four strongest independent variables-

v(velocity)= -0.170455 + 0.037376(b) + 0.031801(Tb) + 0.241176(Hbs) + 0.030923(m)

   where v=current or velocity.

              b=acute angle between breaker front and shoreline in degrees.

              Tb=seconds.

              H= breakear height(wave)

             m=beach slope.

Therefore using the values in the given problem,

2.7 = -0.170455+0.037376(b)+0.031801(0)+0.241176(5.5)+0.030923(1/20)

angle of wave approach at the breaker zone (b) =41.26 degree


Related Solutions

The length, width, and height of a box are measured as 5 ft, 4 ft, and...
The length, width, and height of a box are measured as 5 ft, 4 ft, and 8 ft, respectively, with an error in measurement of at most 0.3 ft in each. Use differentials to estimate the maximum error (in feet) in the calculated volume of the box.
The intensity of an earthquake wave passing through the Earth is measured to be 2.5×106 J/(m2⋅s)...
The intensity of an earthquake wave passing through the Earth is measured to be 2.5×106 J/(m2⋅s) at a distance of 47 km from the source. What was its intensity when it passed a point only 1.0 kmkm from the source? Express your answer to two significant figures and include the appropriate units. At what rate did energy pass through an area of 4.0 m2m2 at 1.0 kmkm ? Express your answer to two significant figures and include the appropriate units.
The intensity of an earthquake wave passing through the Earth is measured to be 2.5×106 J/m2⋅s...
The intensity of an earthquake wave passing through the Earth is measured to be 2.5×106 J/m2⋅s at a distance of 49 km from the source. a) What was its intensity when it passed a point only 2.0 km from the source? b) At what rate did energy pass through an area of 2.0 m2 at 2.0 km?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT