Page 120 - Theory and Design of Air Cushion Craft
P. 120

1 04  Steady drag forces





             Friction  drag  is a large proportion  (up  to  3CMO% for high  speed  craft) of  total craft
             drag,  as shown in Fig.  3.1.  For  this reason,  calculation  has  to be made carefully.  The
             main  difficulty  is to  determine  the wetted surface  accurately.
               In  general,  two  methods  are  used:  one  is  the  theoretical  method  as  described  in
             Chapter  5 and the other is a model experimental method similar to that used in planing
             hull design, i.e. the wetted area can be obtained  by photographs.  We will introduce four
             different  practical  methods for predicting the wetted surface by experimental and  sta-
             tistical analysis methods.
               With respect to the sidewall water friction drag, the following equation  can be used:
                                                                                (3.22)
                                                        f9w
             where R^f  is the water friction  drag  of  sidewalls (N),  C f the  coefficient  for the friction
             of the plate, obtained by 0.455/[/ s Re]"' "' 5  (3.23), AC f the coefficient  due to added  rough-
                                                      3
             ness of  the  sidewalls, between 0.3 and  0.4 X  10~ , Re the Reynolds number  = v s/u, l s
                                                                               / s
             the  wetted length  of  sidewalls (m),  the  craft speed,  (m/s"), v the  kinematic viscosity
                                           v s
                                                                                   2
             coefficient  (m /s) and  S f  the  wetted  surface of  the craft running  on  the  cushion  (m ).
             MARIC   method    [29]
             The sidewall wetted surface is dependent  upon craft trim. It is subsequently a function
             of wave-making generated by the air cushion, the sidewalls and their interference with
             each  other,  lift  system characteristics,  as  well  as the  seal  clearance  over  the  base  line
             of  the craft, etc.  The  theoretical method  for prediction  is therefore complicated.  For
             this reason,  the  simplest way to  predict  the  wetted  surface area  may be by means  of
             measurement  from  photographs.
               Figure  3.18(a)  shows the  outer  surface  of  an  SES model  running  at  below  hump
             speed  (Fr  =  0.239),  Fig.  3.18(b)  shows that  above  hump  speed  (Fr  =  2.15) and  Fig.
             3.19  shows  the  added  wave-making  due  to  the  bow  seal  pushing  water  (described
             in  detail  in  the  following paragraphs  of  this  chapter).  Thus,  the  curve  showing  the
             relation  between  the  wetted  surface  of  inner/outer  sidewalls  and  the  Fr  can  be
             obtained  by the photographic  method  from model experiments.
               Then  the  wetted  surface  of  sidewalls of  craft  running  on  cushion  can  be written
             as
                                          =  K,  +                              (3.24)
                                        S {   S [0  K out  S oul0
             where  K b  K out  are  correction  coefficients  for  the  inner/outer  wetted  surface  of  side-
             walls, which can  also be written as




             These  coefficients  can  be  determined  by  photographs  or  experimental  results  from
             similar craft models. Also 5 io, 5 out0 are the wetted inner/outer surface breadth  of  side-
             wall of  craft hovering static (Fig.  3.20) (m) and  S i}  S OM  the wetted inner/outer  surface
             area  of  sidewall of  craft running on  the  cushion.
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