Air Duct Components - Lower Dynamic Loss Coefficients

Coeficientes de perda menor (pressão ou perda de carga) para componentes do duto de ar.

Minor or dynamic losses in duct systems are pressure losses caused by

  • mudança na direção do ar de cotovelos, deslocamentos e decolagens
  • restrições ou obstruções no fluxo de ar – ventiladores de entrada/saída, amortecedores, filtros e bobinas
  • changes in air velocity due to changes in duct sizes

The minor or dynamic pressure drop in the air duct system components can be expressed as

Δ p minor_loss = ξ ρ v 2 / 2 (1)

Where

X = coeficiente de perda menor

Δ p minor_loss = menor perda de pressão (Pa (N/m 2 ), psf (lb/ft 2 ) )

r = densidade do ar (1,2 kg/m 3 , 2,336 10 -3 slugs /ft 3 )

v = flow velocity (m/s, ft/s)

  • perda menor também pode ser expressa como head water column – como mm H2O ou polegadas H2O

Coeficientes de perdas menores para diferentes componentes em sistemas de distribuição de dutos de ar:

Component or Fitting Minor Loss Coefficient
– ξ –
90 O curva, afiada 1.3
90 O curva, com palhetas 0,7
90 O curve, rounded radius/diameter duct <1 0,5
90 O curved, rounded duct
radius/diameter >1
0,25
45 O curve, sharp 0,5
45 O
curve, rounded radius/diameter duct <1
0,2
45 O curved, rounded duct
radius/diameter >1
0,05
T, flow to branch
(applied to branch speed)
0,3
Duct flow to the room 1,0
Flow from room to duct 0,35
reduction, tapered 0
widening, abrupt
(due to speed before reduction)
(v 1 = velocity before widening and v 2 = velocity after flare)
(1 – v 2 / v 1 ) 2
Enlargement, tapered angle < 8 O
(due to speed before reduction)
(v 1 = speed before magnification and v 2 = speed after magnification)
0,15 (1 – v 2 / v 1 ) 2
Magnification, tapered angle > 8 O
(due to speed before reduction)
(v 1 = speed before magnification and v 2 = speed after magnification)
(1 – v 2 / v 1 ) 2
Grilles, ratio of free area 0.7 to total surface 3
Grilles, 0.6 free area ratio to total surface 4
Grilles, 0.5 free area ratio to total surface 6
Grilles, 0.4 ratio of free area to total surface 10
Grilles, 0.3 ratio of free area to total surface 20
Grilles, 0.2 free area ratio to total surface 50

Example – Minor Loss on a Curve

The smallest loss on a closed curve of 90 O with a loss coefficient of less than 1.3 and air speed 10 m/s can be calculated as

Δ p minor_loss = (1,3) (1,2 kg/m3 ) (10 m/s ) 2/2

= 78 (N/m2 , Pa)

Source: https://www.engineeringtoolbox.com/minor-loss-air-ducts-fittings-d_208.html

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