Formulae, methods and apparatus for the treatment of, processing of, pasteurisation, dissociating water in, and the comminution of: materials; sewage; and bio-solids

Process for configurating the apparatus', outlined in any of claims 1, 4, 6, and 9 to 14, engineered dimensions and operating parameters, comprising formulae invented to create those factors outlined in claim 1:

• A=constant value 9;
• B=variable value B;
• C=maximum ‘boundary cylinder’ length;
• D=distance from the start of the sound wave to the back of the hub;
• E=Speed of sound value in millimeters per second;
• F=ultra-sonic frequency value, in the range 27,618 to 45,696;
• G=distance from the back of the hub to the wider edge of the conical, H=combined length of the conical section length and the sound wave;
• I=inlet tube length;
• J=conical section length;
• K=the sonic frequency value, in the range 103 to 359;
• L=distance from the start of the inlet tube to the outside of the rotor housing casing;
• M=length from the start of the sound wave to the outside of the rotor housing casing;
• N=exterior distance from the wider edge of the conical section to the rotor housing O=optimum configuration for combined dissociation and comminution;
• P=constant value 8;
• Q=minimum length of the ‘boundary cylinder’;
• r=radius of the inlet tube;
• R=rotor tip speed;
• S=variable value;
• T=air speed;
• U=K divided by 0.75;
• V=one-third of I;
• W=one-third of X;
• X=3K;
• Y=constant value 5;
• and Z=optimum condition for harmonic frequency precision:
• The main equations (see FIG. 2):
• 1. F divided by A=B
• 2. E divided by B=C
• 3. 2(A multiplied by C)=D
• 4. D minus G=H
• 5. H minus J=I
• 6. I multiplied by K=R
• 7. H plus N=M
• 8. M minus 0.6 r=L
• 9. (H divided by 2) divided by P=Q
• 10. (E divided by 2H) multiplied by Y=S
• 11. T divided by I=U
• 12. R divided by X=V
• 13. I=T divided by U
• 14. W=R divided by I
• 15. Distance Q to C=The ‘corona’ and ‘vacuum polarization nexus zone’
• 16. When S=X, then Z
• 17. When C=Q, then O
• 18. Space is folded when C is less than Q
• 19. 3(R divided by S)+J+N−0.6 r−‘L’=degree of accuracy for ‘L’ in mm.
• 20. 3(R divided by S) multiplied by K, minus R, divided by the rotor's circumference multiplied by 60=the degree of accuracy in the rotor's speed.