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City of Frisco Engineering Standards

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<strong>Engineering</strong> <strong>Standards</strong><br />

2. Laterals shall intersect the storm drain at standard angles.<br />

E. Velocity Head Losses (H L )<br />

1. Adjustments are made in the HGL whenever the velocity in the main changes due to conduit<br />

size changes or discharge changes. Laterals in partial flow must be designed appropriately<br />

and the partial flow velocity shall be used in the calculations.<br />

2. In determining the HGL for the lateral, begin with the hydraulic grade <strong>of</strong> the trunk line at the<br />

junction plus the HL due to the velocity change. Where the lateral is in full flow, the<br />

hydraulic grade is projected along the friction slope calculated using Manning’s Equation.<br />

3. HL losses or gains for wyes, pipe size changes, and other velocity changes will be calculated<br />

by the following formulas:<br />

H L = (V 2) 2<br />

− 2g (V 1) 2<br />

2g<br />

H L = Head loss or gain (ft)<br />

v 1 = Upstream velocity (fps)<br />

v 2 = Downstream velocity (fps)<br />

g = Gravity constant (32.2 ft/s 2 )<br />

4. H L for pipe in full flow at manholes, bends, and inlets, where the flow quantity remains the<br />

same, shall be calculated as follows:<br />

H L = K j V2<br />

2g <br />

H L = Head loss or gain (ft)<br />

v = Velocity in the lateral (fps)<br />

g = Gravity constant (32.2 ft/s 2 )<br />

K j = Coefficient <strong>of</strong> loss per Table 4.5<br />

5. Head losses or gains at manholes and junction boxes where there is an increase in flow<br />

quantity shall be calculated as follows:<br />

H L = (V 2) 2<br />

2g − K j (V 1) 2<br />

2g <br />

H L = Head loss or gain (ft)<br />

v 1 = Upstream velocity (fps)<br />

v 2 = Downstream velocity (fps)<br />

g = Gravity constant (32.2 ft/s 2 )<br />

K j = Coefficient <strong>of</strong> loss per Table 4.4<br />

Section 4 – Drainage Design Requirements May 2012 Page 4-20

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