binder1 - ighemdistance of the paths in relation to the axis of the penstock). altogether they can...

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Page 1: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 2: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 3: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 4: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 5: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 6: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 7: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 8: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 9: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 10: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 11: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 12: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 13: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 14: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 15: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 16: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 17: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock
Page 18: Binder1 - IGHEMdistance of the paths in relation to the axis of the penstock). Altogether they can reach a value of 0.2+0.3 % Errors of the b)-type derive from the ovality of the penstock