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The syntax for entering constraints is rigid. Any constraint is
entered as 1 letter and 3 non-negative whole numbers, all separated by
blank spaces. If you try to force base pairs that cannot exist, then
you will obtain no foldings. If you try to force too many consecutive
bases to be paired, you may also obtain no foldings. Do not try to
force 2 helices that create a pseudoknot. This will again yield no
structure.
If in doubt, do not force base pairs. It is also a good idea to fold
without constraints as well as with them.
- 1. Forcing a string of consecutive bases to pair.
- This is an interesting constraint. The partners for these bases
are chosen by the program. To enter this type of constraint,
type:
F i 0 k on a line in the constraint box. The
letter "F" means "Force"; the first number, "i", is the first base
that must pair; the second number, "0" (zero), is not used, and the
third number, "k", is the number of consecutive bases that must pair,
beginning with the ith. For example, F 23
0 5 would cause bases 23, 24, 25, 26 and 27 to pair.
- 2. Forcing a string of consecutive base pairs.
- This is the same thing as forcing a helix to form. The helix is
designated by its external closing base pair. That is, by the
base pair i.j where i is as small as possible and
j is as large as possible. Thus the k consecutive base
pairs beginning with i.j are: i.j, i+1.j-1, i+2.j-2, ...,
i+k-1.j-k+1. To enter this type of constraint, type
F i j k on a line in the constraint box. Note
how 3 integers are necessary in this case. For example, F 2
110 3
would force
the following base pairs: 2.110, 3.109, 4.108. These base pairs
must be able to form Be aware also that
mfold
filters out isolated base pairs. In the example on the
right, the G.C base pair is isolated.
- 3. Prohibiting a string of consecutive bases from pairing.
- To enter this simple constraint, type:
P i 0
k on a line in the constraint box. This command is similar
to 1. above, except that the designated bases are prevented from
pairing.
- 4. Prohibiting a string of consecutive base
pairs
- To enter this simple constraint, type:
P i j k on a line in the constraint box.
This command is similar to 2. above, except that the designated base
pairs are prevented from forming.
- 5. Prohibiting 1 part of a sequence from pairing with another
-
If your molecule has N bases, and 1 <= i <= j <= N &
1 <= k <= l <= N, are 2 segments, then these segments can be
prevented from pairing with each other by entering
P i-j
k-l on 1 line in the constraint box. For example, in a
molecule with 120 bases, the constraint P 1-10
11-120 will prevent the first 10 bases from pairing in any way
with the last 10 bases. The constraint P i-j i-j
will prevent the segment i-j from pairing with itself.
- 6. Annotated bases
- The
mfold software
recognizes A, C, G,
U and T. In RNA folding, a 'T' will be converted to a
'U'; vice versa for DNA folding. In addition, B,
D, H and V are recognized as A, C,
G and U/T, respectively. Bases marked in this way are
regarded as suceptible to nuclease cleavage. They are allowed
to pair only if their 3' neighbor is unpaired. This is an old feature of
mfold.
The mfold web server also recognizes W, X, Y and Z as A, C, G and U/T,
respectively. These bases are regarded as "modified" and are allowed to
pair only at the ends of helices.
Please note that the commonly used ambiguous codes shown in
the table below ARE NOT SUPPORTED by the mfold
server.
Unsupported ambiguous codes for DNA:
A,G R |
C,T Y |
A,T W |
C,G S |
A,C M |
G,T K |
C,G,T B |
A,G,T D |
A,C,T H |
A,C,G V |
A,C,G,T N |
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