the effect of monte carlo, molecular dynamic and langevin dynamic
نویسندگان
چکیده
insulin-like growth factor (igf-1) is an anti-apoptosis factor in multiple cell types associated with various cancers. computational methods allow investigating the systems between 50–100 atoms in the frame of quantum mechanics and up to 50,000 atoms with molecular dynamics. since there are specific interactions between the residues, the solvent could play an important role in the stability of the native structure. therefore it is useful to carry out such simulations at atomistic detail. mc, md and ld simulations of the igf-1 were performed with the hyperchem7.0 program. the geometries, and the interaction energies, bonds, angles, stretch-bends, electrostatic and the vdw interactions were carried out in solution and gas phase. we have computed the transition temperature for the igf-1 molecule. studying the changes occurred in the potential energy of the three force fields showed that amber force field is better than mm+ and opls force field and also md simulation, at least in this model, is more effective than mc and ld methods. after equilibration, the md simulation was very stable, and the difference between the relation coefficients r2=0.8173 in gas and r2=0.7558 in water was compared. the pearson correlation suggests that there is an inverse relationship (r=- 0.25) between in vitro temperature and stability of the structure.
منابع مشابه
Investigation of Monte Carlo, Molecular Dynamic and Langevin dynamic simulation methods for Albumin- Methanol system and Albumin-Water system
Serum Albumin is the most aboundant protein in blood plasma. Its two major roles aremaintaining osmotic pressure and depositing and transporting compounds. In this paper,Albumin-methanol solution simulation is carried out by three techniques including MonteCarlo (MC), Molecular Dynamic (MD) and Langevin Dynamic (LD) simulations. Byinvestigating energy changes by time and temperature (between 27...
متن کاملinvestigation of monte carlo, molecular dynamic and langevin dynamic simulation methods for albumin- methanol system and albumin-water system
serum albumin is the most aboundant protein in blood plasma. its two major roles aremaintaining osmotic pressure and depositing and transporting compounds. in this paper,albumin-methanol solution simulation is carried out by three techniques including montecarlo (mc), molecular dynamic (md) and langevin dynamic (ld) simulations. byinvestigating energy changes by time and temperature (between 27...
متن کاملCharacterization of Carbon Nanotube (CNT) in Adsorption Gas: Monte Carlo and Langevin Dynamic Simulation
Nanostructures have considerably higher surface areas than their bulk counterparts; thereforesurfaces often play important, sometimes even dominant, roles in the nanostructure properties. Thenanocrystalline and nanotubes have low band gaps and high carrier mobility, thus offeringappealing potential as absorption gas. Interaction between methanol molecules and carbonnanotube is investigated usin...
متن کاملcharacterization of carbon nanotube (cnt) in adsorption gas: monte carlo and langevin dynamic simulation
nanostructures have considerably higher surface areas than their bulk counterparts; thereforesurfaces often play important, sometimes even dominant, roles in the nanostructure properties. thenanocrystalline and nanotubes have low band gaps and high carrier mobility, thus offeringappealing potential as absorption gas. interaction between methanol molecules and carbonnanotube is investigated usin...
متن کاملdynamic coloring of graph
در این پایان نامه رنگ آمیزی دینامیکی یک گراف را بیان و مطالعه می کنیم. یک –kرنگ آمیزی سره ی رأسی گراف g را رنگ آمیزی دینامیکی می نامند اگر در همسایه های هر رأس v?v(g) با درجه ی حداقل 2، حداقل 2 رنگ متفاوت ظاهر شوند. کوچکترین عدد صحیح k، به طوری که g دارای –kرنگ آمیزی دینامیکی باشد را عدد رنگی دینامیکی g می نامند و آنرا با نماد ?_2 (g) نمایش می دهند. مونت گمری حدس زده است که تمام گراف های منتظم ...
15 صفحه اولRiemann Manifold Langevin and Hamiltonian Monte Carlo
This paper proposes Metropolis adjusted Langevin and Hamiltonian Monte Carlo sampling methods defined on the Riemann manifold to resolve the shortcomings of existing Monte Carlo algorithms when sampling from target densities that may be high dimensional and exhibit strong correlations. The methods provide fully automated adaptation mechanisms that circumvent the costly pilot runs required to tu...
متن کاملمنابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
عنوان ژورنال:
journal of cell and molecular researchجلد ۲، شماره ۲، صفحات ۹۳-۰
میزبانی شده توسط پلتفرم ابری doprax.com
copyright © 2015-2023