Percussion Duet Ride

September 20, 2017 | Author: Achittapol Tinnarat | Category: Drum, Drumming, Elements Of Music, Musical Forms, Performing Arts
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Short Description

Descripción: Percussion Duet Ride...

Description

Ride ! Composed by Achittapol Tinnarat

2

Rhythmic and full of energy, this piece has a fresh and innovative sound. Visually and musically the piece is dominated by a single bass drum, which is placed flat. Both of the players has his own pair of Darbukas and Hi-Hat. Bothof them are required to play on the bass drum with their own timbale sticks, sometimes all at once. This results in a surprisingly wide variety of tonal variation, as the skin of the bass drum reacts differently with the vibration from one stick reaches the vibration of the other. The bass drum tends to drive the ensemble ahead, while fast, hard patterns on the Darbukas and the whirring clash of the Hi-Hat create a feeling of an energetic release of tension.

3

Ride !

for two(2) Percussionist Achittapol Tinnarat

Percussion 1 (Hi-Hat, High-Darbukas, Bass Drum)

Percussion 2 (Hi-Hat, Low-Darbukas, Bass Drum)



5

Perc.

Perc.



Perc.

f





  







p



Bass Drum Rim Shot

   







  





Hi-Hat





  

   

 

p

High - Darbakus











 

Perc.

Hi-Hat



   

p



13

Perc.





Bass Drum Rim Shot















9

Perc.







 



 f

p





  



                                       Bass Drum   



Low - Darbakus



   





                         

Bass Drum





             









       

              

     



 

     



  

 

    

         

4



17

Perc.

 

Perc.

     



     

    



  



      



                                     

 

 

                       

21

f

Perc.





Perc.

     





 



    3

 

3

mf

     

 

  3     

p

 



  

f

f



 



  

f



           mf

sfz p

mf

sfz p





                          

25

sfz p

Perc.

Perc.











29

Perc.

 

 



Perc.

f



 

sfz mf





 



   

  

   

 

ff

 





   

 

   

mp

  

    

    



  





                  

















                                                               



5

33

Perc.

 



                   



Perc.



37

Perc.

 

Perc.

 41

Perc.

 



 

45

Perc.

 

Perc.









        



      







                                      mf





cresc.





                  



Perc.



                           



   

 







mf





cresc.





                                                f





cresc.





                                                f







                        



                        



cresc.

  

p

   

p



 



      

  











 

  



             

  



ff





    ff

6



49

Perc.

 





p



Perc.

 











 

 





  

 









Perc.



   





   







 

57





 

 



mf

  

  





mf

mf





Perc.





 



   dim.









      ff



            

       



pp





ff

dim.





   

                                





  mf

       



 



61





  

                        





mf



Perc.



                               

 



Perc.



pp

53

Perc.



                  



Perc.





pp



  mf



7

65

Perc.



Perc.





 





 

Perc.

               

               

               









               





  





  

    







 





 

 

       

  

    









 

            

     

    

 

Perc.





75

Perc.





 









Perc.





72

Perc.





 





   

69

Perc.







      

   

      

     

                                     











8



                     

79

Perc.

Perc.









 



     

 

3

mf

 

  3     

p

 

f



  3



 

 



f

  

f

 



f

  





          mf

sfz p

mf

sfz p





                          

83

sfz p

Perc.

Perc.











87

Perc.



 

 

 



Perc.

 

  



    

Perc.





ff

  

 





    

    

      

  





  

   







                











                                               

         



 

mp



90

Perc.

f



 

sfz mf







                   





   







9

93

Perc.



                                            



Perc.

 

 

96

Perc.

 

Perc.



99

Perc.

 



 

103

Perc.

 

Perc.









    



  



            







  

  

  



                       mf



cresc.





                             mf

 

Perc.



        





cresc.





                                                f





cresc.





                                                f







                        



                        



cresc.

  

p

   

p



 



      

  











 

  



             

  



ff





    ff

10



  

107

p

Perc.

 



Perc.



 





   







  

 













 









  

   

  



mf



Perc.

 

 





 

mf



mf





 ff

           

 



   dim.







pp





       



                                    



ff

dim.





   







     

                        







119

Perc.



mf

115

Perc.

  







  

                                  



Perc.

   



Perc.



pp

111

Perc.



                 

 





 

f



 

 



  

f

f



 



  

f



                  



mf

pp

sfz p

mf

sfz p







11

                          

123

sfz p

Perc.

Perc.

f













 

sfz mf

 

 

  



 

ff

mp





  

Perc.



Perc.

  



p



 

     

 

   



 





 







  



  



             

p

131

Perc.

 





Perc.











 

Perc.

  

mf



  





mf



p

  





   





pp



 

 







  









 







               





     

            



ff



  



        



135

Perc.



         







ff







   

  

 



     

  

127



    



 

    



ff

     ff



              











  

12



                     

139

Perc.

Perc.

















     

   



                                           



 

 



    







  



 

 

  



      

     







                                               

146

Perc.



  

 

150



f



 

 

 



  

f

f



mf







cresc.



 







  

f





p

  



mf







   





                                                f cresc.





 



 



mf



Perc.







Perc.





Perc.

Perc.





143

Perc.

 

                  





  

   











 





   

 



   





13

154

Perc.

Perc.







   

158

Perc.

 



Perc.



Perc.





    p

Perc.

f



 





 



 





p

f



  



          



 





  



p





      



   









p



166

Perc.



  





 





   

 





162

Perc.















  



 

           

 

   

 











 

     

         

        



         

     



    



     

14



168

Perc.



Perc.



 

  

    



      





 

  







  



   



        



          

        



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