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21.
Mahesh M. SavantNeetha S. Gowda Akshay M. PansuriyaChirag V. Bhuva Naval KapuriyaSridhar M. Anandalwar Shashidhara J. PrasadAnamik Shah Yogesh T. Naliapara 《Tetrahedron letters》2011,52(2):254-257
A highly efficient strategy to 2,3-substituted chromen-4H-ones has been developed. The methodology involves unexpected intramolecular heteroannulation of readily accessible substituted 2-hydroxy-ω-nitroacetophenone with carbon disulfide in the presence K2CO3 followed by methylation with methyl iodide. These chromenones were further reacted with various nucleophiles such as amines, thiols, and alkoxide resulting in the facile C-N, C-S, and C-O bond formation. The scope and generality have been discussed. 相似文献
22.
The title compound is C11H17N4I, F.W.=330.20, monoclinic, space groupP21/a,a=11.586(2),b=10.617(1),c=10.417(1) Å, =94.567(2)°,Z=4,F(000)=652, (MoK)=0.7107 Å, (MoK)=2.31 mm–1,V=1277.31 Å3,D
C=1.71 gcm–3,D
m=1.70 gcm–3. The structurewassolved by Patterson and Fourier methods and refined to anR value 0.031 for 1620 observed reflections. The connectivity and conformation of the addition product ofcis-1,5-cyclononadiene and iodine azide was determined by X-ray analysis. The reaction product contains a chair-conformation cyclohexane ring that iscis fused to a cyclopentane ring. The cyclopentane ring has an envelope conformation and an equatorially oriented iodine substituent. A planar tetrazole ring is axially substituted on the cyclohexane ring. The plane of the tetrazole ring makes a dihedral angle of 69.6° with the average plane of the carbon atoms of the cyclohexane ring. 相似文献
23.
K. V. Arjuna Gowda M. K. Kokila Puttaraja M. V. Kulkarni N. C. Shivaprakash 《Acta Crystallographica. Section C, Structural Chemistry》2000,56(10):e481-e482
The title molecule, C13H9ClFN, is substantially planar. The phenyl and 3‐chloro‐4‐fluorophenyl rings are on opposite sides of the C=N bond. There is an intermolecular C—H?F short contact with a C?F distance of 3.348 (2) Å and a C—H?F angle of 137.4 (1)°. The molecules are held in layers parallel to the bc plane. 相似文献
24.
25.
Received February 10, 1997 / Revised version received June 6, 1998 Published online October 9, 1998 相似文献
26.
Summary The Tricomi problem with Neumann boundary condition is reduced to a degenerate problem in the elliptic region with a non-local boundary condition and to a Cauchy problem in the hyperbolic region. A variational formulation is given to the elliptic problem and a finite element approximation is studied. Also some regularity results in weighted Sobolev spaces are discussed. 相似文献
27.
We correct an error in the statement of Theorem 8 in [1]. Received: January 3, 2001 / Accepted: February 26, 2001?Published online May 18, 2001 相似文献
28.
.?AdimurthiEmail author G.?D.?Veerappa?Gowda 《NoDEA : Nonlinear Differential Equations and Applications》2004,11(3):335-348
We give an explicit formula for a solution of Hamilton-Jacobi equation ut+H(u,Du)=0 in
with initial condition u(x,0)=u0(x), where p H(u,p) is convex, positively homogeneous of degree one and the Hamiltonian H need not satisfy the monotonicity condition in u. 相似文献
29.
Wei Gao Pundikala Veeresha Doddabhadrappla Gowda Prakasha Haci Mehmet Baskonus 《Numerical Methods for Partial Differential Equations》2021,37(1):210-243
The pivotal aim of the present work is to find the numerical solution for fractional Benney–Lin equation by using two efficient methods, called q ‐homotopy analysis transform method and fractional natural decomposition method. The considered equation exemplifies the long waves on the liquid films. Projected methods are distinct with solution procedure and they are modified with different transform algorithms. To illustrate the reliability and applicability of the considered solution procedures we consider eight special cases with different initial conditions. The fractional operator is considered in Caputo sense. The achieved results are drowned through two and three‐dimensional plots for different Brownian motions and classical order. The numerical simulations are presented to ensure the efficiency of considered techniques. The behavior of the obtained results for distinct fractional order is captured in the present framework. The outcomes of the present investigation show that, the considered schemes are efficient and powerful to solve nonlinear differential equations arise in science and technology. 相似文献
30.
The kinetics of oxidation of arginine, histidine, and threonine by chloramine-T (CAT) have been investigated in alkaline medium at 35°C. The rates are first order in both [CAT] and [amino acid] and inverse fractional order in [OH?] for arginine and histidine. The rate is independent of [OH?] for threonine. Variation of ionic strength and addition of the reaction product, p-toluenesulfonamide, or Cl? ions had no effect on the rate. A decrease of the dielectric constant of the medium by adding methanol decreased the rate with arginine, while the rates increased with histidine and threonine. The solvent isotope effect was studied using D2O. (kobs)/(kobs) was found to be 0.55 and 0.79 for arginine and histidine, respectively. The reactions were studied at different temperatures, and activation parameters have been computed. The oxidation process in alkaline medium, under conditions employed in the present investigations, has been shown to proceed via two paths, one involving the interaction of RNHCl (formed rapidly from RNCl?), with the amino acid in a slow step to form monochloroamino acid, which subsequently interacts with another molecule of RNHCl in a fast step to give the products, p-toluenesulfonamide (RNH2), and the corresponding nitrile of the amino acid (R'CN). The other path involves the interaction of RNCl? with the amino acid in a similar way to give RNH2 and R'CN. Mechanisms proposed and the derived rate laws are consistent with the observed kinetics. The rate constants predicted using the derived rate laws, as [OH?] varies, are in excellent agreement with the observed rate constants, thus justifying these rate laws and hence the proposed mechanistic schemes. 相似文献