The velocity position of r-zeta 1.00 in the 1-10ips range indicates the 'balance or ratio' of comp to reb. |
The aver velocity where r/c ratio = 1.00 is 5ips. We'll use that as a comparative baseline. Notice comp and reb numbers are the same.
.. |
aver velocity for r/c ratio 1.00 |
ips |
reb |
comp |
r/c ratio |
1 |
-31 |
37 |
.84 |
2 |
-55 |
69 |
.80 |
3 |
-77 |
90 |
.86 |
4 |
-99 |
107 |
.93 |
5 |
-121 |
|
1.00 |
10 |
234 |
-188 |
1.24 |
Table 1 |
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Given the same reb, if comp force is reduced the
r/c ratio is 1.00 at 2ips. |
r/c ratio 1.00 at 2ips |
ips |
reb |
comp |
r/c ratio |
1 |
-31 |
33 |
.94 |
2 |
-55 |
55 |
1.00 |
3 |
-77 |
71 |
1.08 |
4 |
-99 |
84 |
1.18 |
5 |
-121 |
|
1.29 |
10 |
-234 |
145 |
1.61 |
Table 2 |
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Comp force at 5ips is 22% softer when r-zeta 1.00 matches at 2ips. |
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r-zeta 1.00 at 5ips can occur with both:
soft comp and fast reb
OR
stiff comp with slower reb
Notice they all have the matching reb and comp
force at 5ips. The only diff is table 1 has fast reb
with soft comp and table 3 has slow reb with stiff
comp. But both have r/c ratio 1.00 at 5ips. |
soft comp with faster reb |
ips |
reb |
comp |
r/c ratio |
1 |
-28 |
34 |
.82 |
2 |
-49 |
62 |
.79 |
3 |
-68 |
81 |
.84 |
4 |
-88 |
96 |
.92 |
5 |
-108 |
108 |
1.00 |
10 |
-208 |
166 |
1.25 |
Table 4 |
|
|
aver comp with aver reb |
ips |
reb |
comp |
r/c ratio |
1 |
-31 |
37 |
.84 |
2 |
-55 |
69 |
.80 |
3 |
-77 |
90 |
.86 |
4 |
-99 |
107 |
.93 |
5 |
-121 |
121 |
1.00 |
10 |
234 |
-188 |
1.24 |
Table 5 |
|
|
stiff comp with slower reb |
ips |
reb |
comp |
r/c ratio |
1 |
-35 |
41 |
.85 |
2 |
-62 |
76 |
.82 |
3 |
-86 |
101 |
.85 |
4 |
-111 |
120 |
.93 |
5 |
-135 |
135 |
1.00 |
10 |
-262 |
211 |
1.24 |
Table 6 |
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WHAT IF THIS IS INCORRECT, CHANGE
We were to say ideal baseline r/c ratio of 1.00 should match at 2ips?
Given the same reb force, the tables below show how the comp numbers change as r/c ratio 1.00 moves up in the velocity range.
Notice r/c ratio at 50ips increases from 2.11 to 2.78.
.. |
r/c ratio 1.00 at 5ips |
ips |
reb |
comp |
r/c ratio |
1 |
-31 |
37 |
0.84 |
2 |
-55 |
69 |
0.80 |
3 |
-77 |
91 |
0.85 |
4 |
-99 |
107 |
0.92 |
5 |
-121 |
121 |
1.00 |
10 |
-234 |
188 |
1.25 |
20 |
-472 |
315 |
1.50 |
30 |
-727 |
418 |
1.74 |
40 |
-997 |
513 |
1.95 |
50 |
-1283 |
|
2.11 |
Table 7 |
|
|
r/c ratio 1.00 at 4ips |
ips |
reb |
comp |
r/c ratio |
1 |
-31 |
35 |
0.90 |
2 |
-55 |
64 |
0.87 |
3 |
-77 |
83 |
0.92 |
4 |
-99 |
99 |
1.00 |
5 |
-121 |
111 |
1.09 |
10 |
-234 |
172 |
1.37 |
20 |
-472 |
287 |
1.65 |
30 |
-727 |
380 |
1.91 |
40 |
-997 |
466 |
2.14 |
50 |
-1283 |
|
2.33 |
Table 8 |
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|
r/c ratio 1.00 at 3ips |
ips |
reb |
comp |
r/c ratio |
1 |
-31 |
33 |
0.96 |
2 |
-55 |
59 |
0.94 |
3 |
-77 |
77 |
1.00 |
4 |
-99 |
91 |
1.09 |
5 |
-121 |
102 |
1.18 |
10 |
-234 |
157 |
1.49 |
20 |
-472 |
262 |
1.80 |
30 |
-727 |
347 |
2.10 |
40 |
-997 |
425 |
2.35 |
50 |
-1283 |
|
2.55 |
Table 9 |
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|
r/c ratio 1.00 at 2ips |
ips |
reb |
comp |
r/c ratio |
1 |
-31 |
31 |
1.01 |
2 |
-55 |
55 |
1.00 |
3 |
-77 |
71 |
1.08 |
4 |
-99 |
84 |
1.18 |
5 |
-121 |
94 |
1.29 |
10 |
-234 |
145 |
1.61 |
20 |
-472 |
241 |
1.96 |
30 |
-727 |
318 |
2.29 |
40 |
-997 |
390 |
2.56 |
50 |
-1283 |
|
2.78 |
Table 10 |
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CONCLUSION |
Given the same reb force, the r/c ratio 1.00 position moves with changes in comp force. |
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WHAT IF THIS IS INCORRECT, CHANGE
We were to say ideal baseline r/c ratio of 1.00 should match at 5ips?
In this case the reb force is adjusted to match comp force at 5 ips.
Notice r/c ratio at 50ips increases from 2.11 to 2.17. With reb reduced, r/c ratio at 50ips is lower than column 3.
.. |
r/c ratio 1.00 at 5ips |
ips |
reb |
comp |
r/c ratio |
1 |
-31 |
37 |
0.84 |
2 |
-55 |
69 |
0.80 |
3 |
-77 |
91 |
0.85 |
4 |
-99 |
107 |
0.92 |
5 |
-121 |
121 |
1.00 |
10 |
-234 |
188 |
1.25 |
20 |
-472 |
315 |
1.50 |
30 |
-727 |
418 |
1.74 |
40 |
-997 |
513 |
1.95 |
50 |
-1283 |
|
2.11 |
Table 11 |
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|
r/c ratio 1.00 at 5ips |
ips |
reb |
comp |
r/c ratio |
1 |
-29 |
35 |
0.83 |
2 |
-51 |
64 |
0.80 |
3 |
-71 |
83 |
0.85 |
4 |
-91 |
99 |
0.92 |
5 |
-111 |
111 |
1.00 |
10 |
-215 |
172 |
1.26 |
20 |
-435 |
287 |
1.51 |
30 |
-669 |
380 |
1.76 |
40 |
-917 |
466 |
1.97 |
50 |
-1181 |
|
2.14 |
Table 12 |
|
|
r/c ratio 1.00 at 5ips |
ips |
reb |
comp |
r/c ratio |
1 |
-27 |
33 |
0.82 |
2 |
-47 |
59 |
0.79 |
3 |
-65 |
77 |
0.85 |
4 |
-84 |
91 |
0.92 |
5 |
-102 |
102 |
1.00 |
10 |
-198 |
157 |
1.26 |
20 |
-399 |
262 |
1.52 |
30 |
-614 |
347 |
1.77 |
40 |
-843 |
425 |
1.98 |
50 |
-1084 |
|
2.15 |
Table 13 |
|
|
r/c ratio 1.00 at 5ips |
ips |
reb |
comp |
r/c ratio |
1 |
-24 |
31 |
0.80 |
2 |
-43 |
55 |
0.78 |
3 |
-60 |
71 |
0.84 |
4 |
-77 |
84 |
0.92 |
5 |
-94 |
94 |
1.00 |
10 |
-183 |
145 |
1.26 |
20 |
-369 |
241 |
1.53 |
30 |
-567 |
318 |
1.78 |
40 |
-778 |
390 |
1.99 |
50 |
-1001 |
|
2.17 |
Table 14 |
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CONCLUSION |
This example shows the relationship between reb and comp with r/c ratio 1.00 at 5ips. Assuming 1.00 at 5ips as reasonable baseline, this give a direct relationship between reb and comp throughout the velocity range. |
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|
4096s
We are analyzing a soft enduro setting with soft comp and stiff reb at 50ips.
.. |
4096s |
ips |
reb |
comp |
r/c ratio |
1 |
-29 |
27 |
1.10 |
2 |
-53 |
37 |
1.40 |
3 |
-75 |
47 |
1.60 |
4 |
-94 |
57 |
1.66 |
5 |
-114 |
67 |
1.71 |
10 |
-234 |
114 |
2.05 |
20 |
-480 |
196 |
2.45 |
30 |
-747 |
269 |
2.78 |
40 |
-1055 |
337 |
3.13 |
50 |
-1348 |
403 |
3.34 |
Table 11 |
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