Mixing
looking for equation to a specific spiral incrementing by a specific rate
$begingroup$
what would be the equation to a spiral which increments by the sum of the previous increment and the increment?
thus the turn gaps would be 0.1 0.2 0.4 0.8 1.6 3.2 6.5 13 26 52 104
what I have is
r = 0.3 * theta^2 -1 + 30 * theta
but it doesent seem precisely what I am looking for
graphing-functions
asked Jan 5 at 7:13
user33915user33915
11
$endgroup$
migrated from mathematica.stackexchange.com Jan 5 at 8:01
This question came from our site for users of Wolfram Mathematica.
add a comment |
$begingroup$
what would be the equation to a spiral which increments by the sum of the previous increment and the increment?
thus the turn gaps would be 0.1 0.2 0.4 0.8 1.6 3.2 6.5 13 26 52 104
what I have is
r = 0.3 * theta^2 -1 + 30 * theta
but it doesent seem precisely what I am looking for
graphing-functions
asked Jan 5 at 7:13
user33915user33915
11
$endgroup$
migrated from mathematica.stackexchange.com Jan 5 at 8:01
This question came from our site for users of Wolfram Mathematica.
1
$begingroup$
>" but it doesent seem precisely what I am looking for.". Then, what are you precisely looking for ?
$endgroup$
– JJacquelin
Jan 5 at 8:22
$begingroup$
I dont believe what I have follows the guideline
$endgroup$
– user33915
Jan 5 at 10:19
add a comment |
$begingroup$
what would be the equation to a spiral which increments by the sum of the previous increment and the increment?
thus the turn gaps would be 0.1 0.2 0.4 0.8 1.6 3.2 6.5 13 26 52 104
what I have is
r = 0.3 * theta^2 -1 + 30 * theta
but it doesent seem precisely what I am looking for
graphing-functions
asked Jan 5 at 7:13
user33915user33915
11
$endgroup$
what would be the equation to a spiral which increments by the sum of the previous increment and the increment?
thus the turn gaps would be 0.1 0.2 0.4 0.8 1.6 3.2 6.5 13 26 52 104
what I have is
r = 0.3 * theta^2 -1 + 30 * theta
but it doesent seem precisely what I am looking for
graphing-functions
graphing-functions
asked Jan 5 at 7:13
user33915user33915
11
asked Jan 5 at 7:13
user33915user33915
11
asked Jan 5 at 7:13
user33915user33915
11
asked Jan 5 at 7:13
user33915user33915
11
asked Jan 5 at 7:13
user33915user33915
11
11
migrated from mathematica.stackexchange.com Jan 5 at 8:01
This question came from our site for users of Wolfram Mathematica.
migrated from mathematica.stackexchange.com Jan 5 at 8:01
This question came from our site for users of Wolfram Mathematica.
1
$begingroup$
>" but it doesent seem precisely what I am looking for.". Then, what are you precisely looking for ?
$endgroup$
– JJacquelin
Jan 5 at 8:22
$begingroup$
I dont believe what I have follows the guideline
$endgroup$
– user33915
Jan 5 at 10:19
add a comment |
1
$begingroup$
>" but it doesent seem precisely what I am looking for.". Then, what are you precisely looking for ?
$endgroup$
– JJacquelin
Jan 5 at 8:22
$begingroup$
I dont believe what I have follows the guideline
$endgroup$
– user33915
Jan 5 at 10:19
1
1
$begingroup$
>" but it doesent seem precisely what I am looking for.". Then, what are you precisely looking for ?
$endgroup$
– JJacquelin
Jan 5 at 8:22
$begingroup$
>" but it doesent seem precisely what I am looking for.". Then, what are you precisely looking for ?
$endgroup$
– JJacquelin
Jan 5 at 8:22
$begingroup$
I dont believe what I have follows the guideline
$endgroup$
– user33915
Jan 5 at 10:19
$begingroup$
I dont believe what I have follows the guideline
$endgroup$
– user33915
Jan 5 at 10:19
add a comment |
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1
$begingroup$
>" but it doesent seem precisely what I am looking for.". Then, what are you precisely looking for ?
$endgroup$
– JJacquelin
Jan 5 at 8:22
$begingroup$
I dont believe what I have follows the guideline
$endgroup$
– user33915
Jan 5 at 10:19