ABSTRACT
Cytidine in the anticodon second position (position 35) and G or U in position 36 of tRNAArg are required for aminoacylation by arginyl-tRNA synthetase (ArgRS) from Escherichia coli. Nevertheless, an arginine-accepting amber suppressor tRNA with a CUA anticodon (FTOR1Delta26) exhibits suppression activity in vivo [McClain, W.H. & Foss, K. (1988) Science, 241, 1804-1807]. By an in vitro kinetic study with mutagenized tRNAs, we showed that the arginylation of FTOR1Delta26 involves C34 and U35, and that U35 can be replaced by G without affecting the activity. Thus, the positioning of the essential nucleotides for the arginylation is shifted to the 5' side, by one residue, in the suppressor tRNAArg. We found that the shifted positioning does not depend on the tRNA sequence outside the anticodon. Furthermore, by a genetic method, we isolated a mutant ArgRS that aminoacylates FTOR1Delta26 more efficiently than the wild-type ArgRS. The isolated mutant has mutations at two nonsurface amino-acid residues that interact with each other near the anticodon-binding site.
Subject(s)
Anticodon/genetics , Arginine-tRNA Ligase/genetics , Escherichia coli/enzymology , Escherichia coli/genetics , RNA, Bacterial/genetics , Amino Acid Sequence , Amino Acid Substitution , Arginine-tRNA Ligase/chemistry , Base Sequence , Genes, Bacterial , Genes, Suppressor , Models, Molecular , Molecular Sequence Data , Mutagenesis, Site-Directed , Protein Conformation , RNA, Transfer/geneticsABSTRACT
Hairpin formation by single-stranded DNA molecules was exploited in a DNA-based computation in order to explore the feasibility of autonomous molecular computing. An instance of the satisfiability problem, a famous hard combinatorial problem, was solved by using molecular biology techniques. The satisfiability of a given Boolean formula was examined autonomously, on the basis of hairpin formation by the molecules that represent the formula. This computation algorithm can test several clauses in the given formula simultaneously, which could reduce the number of laboratory steps required for computation.
Subject(s)
Computational Biology/methods , DNA, Single-Stranded/chemistry , Nucleic Acid Conformation , Algorithms , Biotinylation , DNA Ligases/chemistry , DNA-Directed DNA Polymerase/chemistry , Electrophoresis, Agar Gel , Nucleic Acid Denaturation , Polymerase Chain Reaction , Temperature , Templates, GeneticABSTRACT
In our previous paper, we described a method by which a state machine is implemented by a single-stranded DNA molecule whose 3'-end sequence encodes the current state of the machine. Successive state transitions are performed in such a way that the current state is annealed onto an appropriate portion of DNA encoding the transition table of the state machine and the next state is copied to the 3'-end by extension with polymerase. In this paper, we first show that combined with parallel overlap assembly, a single series of successive transitions can solve NP-complete problems. This means that the number of necessary laboratory steps is independent from the problem size. We then report the results of two experiments concerning the implementation of our method. One is on isothermal reactions which greatly increase the efficiency of state transitions compared with reactions controlled by thermal cycles. The other is on the use of unnatural bases for avoiding out-of-frame annealing. The latter result can also be applied to many DNA-based computing paradigms.
Subject(s)
Computational Biology , DNA/analysis , Models, Molecular , Animals , Base Sequence , DNA/chemistry , DNA/genetics , Humans , Molecular Sequence DataABSTRACT
RNAs that bind to xanthine (2,6-dioxypurine) were isolated from a population of 10(12) random sequences by in vitro selection. These xanthine-binding RNAs were found to have a 10 nt consensus sequence at an internal loop in the most probable secondary structure. By trimming one of the xanthine-binding RNAs, a representative xanthine-binding RNA (designated as XBA) of 32 nt residues was prepared. The dissociation constant of this RNA for xanthine was determined to be 3.3 microM by equilibrium filtration experiments. The XBA RNA can bind to guanine as well, whereas it hardly accommodates adenine, cytosine or uracil. The K d values for various xanthine/guanine analogues were determined, and revealed that the N1H, N7 and O6 moieties of the ligand are involved in the binding with the XBA RNA. The ribonuclease sensitivities of some internal-loop residues changed upon the addition of xanthine, suggesting that the internal loop of the XBA RNA is involved in the ligand binding. Interestingly, the consensus sequence of the xanthine/guanine-binding RNAs is the same as a sequence in one of the internal loops of the hairpin ribozyme, except for a substitution that is neutral with respect to xanthine/guanine binding.
