Z-Wave technology and its main features are introduced first, and its protocol stack is analyzed, and compared it with another kind of short distance wireless communication technology which named ZigBee, Then the structure and function of Z-Wave module are analyzed, and Z-Wave module of ZM2102 is introduced, Finally the prospect of Z-Wave technology is showed.

Bone mesenchymal stem cells (BMSCs), which are different from hematopoietic stem cells (HSCs), are another kind of bone marrow stem cells. BMSCs can not only support the hemopoiesis by participating in the formation of hemopoietic micro-environment, but also differentiate to different marrow stromal cells which can also support hematopoiesis in the suitable conditions.

而骨髓间充质干细胞( bone marrow mesenchymal stem cells,BMSCs)是存在于骨髓中除造血干细胞(hemopoietic stem cells,HSCs)以外的另一种干细胞,不仅直接参与生成造血微环境支持造血,在适宜的条件下还可发育、分化为具有支持造血功能的多种骨髓基质细胞。

Jacobi elliptic function expansion method is extended to construct the exact solutions to another kind of KdV equations, which have variable coefficients or forcing terms.

There is a great deal of difference between Chinese national culture and British and American culture, Translation , that is to reflect another kind of language and culture sincerely and truly through one kind of language .

Z-Wave technology and its main features are introduced first, and its protocol stack is analyzed, and compared it with another kind of short distance wireless communication technology which named ZigBee, Then the structure and function of Z-Wave module are analyzed, and Z-Wave module of ZM2102 is introduced, Finally the prospect of Z-Wave technology is showed.

Bone mesenchymal stem cells (BMSCs), which are different from hematopoietic stem cells (HSCs), are another kind of bone marrow stem cells. BMSCs can not only support the hemopoiesis by participating in the formation of hemopoietic micro-environment, but also differentiate to different marrow stromal cells which can also support hematopoiesis in the suitable conditions.

而骨髓间充质干细胞( bone marrow mesenchymal stem cells,BMSCs)是存在于骨髓中除造血干细胞(hemopoietic stem cells,HSCs)以外的另一种干细胞,不仅直接参与生成造血微环境支持造血,在适宜的条件下还可发育、分化为具有支持造血功能的多种骨髓基质细胞。

Jacobi elliptic function expansion method is extended to construct the exact solutions to another kind of KdV equations, which have variable coefficients or forcing terms.

There is a great deal of difference between Chinese national culture and British and American culture, Translation , that is to reflect another kind of language and culture sincerely and truly through one kind of language .

We study the modificationA→A' of an affine domainA which produces another affine domainA'=A[I/f] whereI is a nontrivial ideal ofA andf is a nonzero element ofI.

Another proof of Joseph and Letzter's separation of variables theorem for quantum groups

Another interesting subset of Vλ ? Vμ is the set of decomposable tensors.

A similar result is proved for another class of regular 2-dimensional real algebras (the principal isotopes of the algebra ${\mbox{\bf R}}\oplus{\mbox{\bf R}}$).

Another generalization is obtained in the context of representations of Jordan algebras, in the spirit of Herz's previous work on matrix spaces.

Apart from this, there is another kind of singular behavior in this case due to the quasi-horizon.

The carbonyl-iron powder is another kind of absorbent that is used extensively in MAM.

Organic modifier was used as another kind of additive to be added in the running buffer to improve further the separation.

Therefore practical wisdom as a combination or polymerization of elements can be regarded as another kind of logic, namely practical logic or dialectics.

Modeling membranes is not just modeling another kind of macromolecule, but modeling an entire environment for a large class of biomolecular processes.

Apart from this, there is another kind of singular behavior in this case due to the quasi-horizon.

The carbonyl-iron powder is another kind of absorbent that is used extensively in MAM.

Organic modifier was used as another kind of additive to be added in the running buffer to improve further the separation.

Therefore practical wisdom as a combination or polymerization of elements can be regarded as another kind of logic, namely practical logic or dialectics.

Modeling membranes is not just modeling another kind of macromolecule, but modeling an entire environment for a large class of biomolecular processes.

Wang's theory for determining the approximate configurational partition function of the adsorbed layer is modified in two different ways. One is to assume that the configurational energy should be corrected: the other to advocate that the deficiency due to a wrong expression for the a priori probability of the. central site is more significant.The configurational partition function is evaluated is both methods and the adsorptipn isotherin and the beat of adsorption computed for the case of quadratic lattice...

Wang's theory for determining the approximate configurational partition function of the adsorbed layer is modified in two different ways. One is to assume that the configurational energy should be corrected: the other to advocate that the deficiency due to a wrong expression for the a priori probability of the. central site is more significant.The configurational partition function is evaluated is both methods and the adsorptipn isotherin and the beat of adsorption computed for the case of quadratic lattice With dipole interaction. values for the last two quantities when a uniform continuous distribution of the distant adsorbed particles is assumed are further given for comparison. The second method, which surpasses the first, is compared with Kirkwood's method. in the case of hexagonal lattice with neighbour interaction. Numerical work is also carried out in this case.

The changes of pH, glucose consumption, nitrogen assimilation, aureomycin production, formation of organic acids and ammonia as well as mycelial respiration during aureomycin fermentation by Streptomyces aureofaciens were studied with two media. One medium(Ⅰ) contained as organic constituents glucose and casein hydrolysate, while to the other medium(Ⅱ) besides the mentioned ingredients meat extract and corn steep liquor were also added. The course of glucose consumption, nitrogen assimilation, ammonia formation...

The changes of pH, glucose consumption, nitrogen assimilation, aureomycin production, formation of organic acids and ammonia as well as mycelial respiration during aureomycin fermentation by Streptomyces aureofaciens were studied with two media. One medium(Ⅰ) contained as organic constituents glucose and casein hydrolysate, while to the other medium(Ⅱ) besides the mentioned ingredients meat extract and corn steep liquor were also added. The course of glucose consumption, nitrogen assimilation, ammonia formation and aureomycin production did not vary considerably for both fermentation media. Aureomycin formation, however, was five times as high for medium Ⅱ as for medium Ⅰ. Acid formation and mycelial respiration differed between the two media. In experiments with medium Ⅱ two kinds of organisms were encountered. The one possessing a light coloured mycelium had an aerobic metabolism, while the other of dark mycelial colouration possessed a fermentative metabolism. The metabolic changes occuring during the fermentation period may be differentiated into three phases. The growth phase, which lasts to the second or third day, is followed by the stationary phase, which extends to the fourth day, and the phase of autolysis hereafter. Aureomycin in the medium reached maximal concentration during the second phase.

A new method is proposed in this paper for the evaluation of the following three important kinds of three-center and four-center integrals needed in molecular quantum mechanics: (1) (2) (3) Obviously, integral (2) is a special case of integral (3), so we need only to evaluate the first and the third. The following equations have been obtained for the evaluation of the above-mentioned two kinds of integrals (4) (5) where (6) (7) (8) (9) R_0 in equation (4) is the distance of point a apart from the origin located...

A new method is proposed in this paper for the evaluation of the following three important kinds of three-center and four-center integrals needed in molecular quantum mechanics: (1) (2) (3) Obviously, integral (2) is a special case of integral (3), so we need only to evaluate the first and the third. The following equations have been obtained for the evaluation of the above-mentioned two kinds of integrals (4) (5) where (6) (7) (8) (9) R_0 in equation (4) is the distance of point a apart from the origin located in bc line, while that in equation (5) is the distance between the two chosen origins separately located in ab and cd lines. θ_0 is the angle made byand, and θ_(10), θ_(20) and θ_(12) are respectively the angles made by and,and,and, The fourth term of equation (5) is, in general, negligible except in the case of R_0, which is less than two Bohr units. We propose two methods for the evaluation of and : the first one is to choose the origin at the end-point of the bond and evaluate the integral strictly inside and outside the sphere of radius, while the second one is to choose the origin at the mid-point of the bond and evaluate its value inside and outside the ellipsoid passing through the end-point of. The calculation involved in the second method is quite simple and, of course, a small error is introduced in changing the region of integration from the sphere to the ellipsoid, but it is quite negligible in comparison with the result of our first method. Equation (4) is exact in all cases, while equation (5) is exact in many cases but also involves certain errors in some other cases. From our actual calculations, we draw the conclusion that equation (5) is almost exact in the evaluation of integrals L_(aa, bc) and L_(ab, cd) and that certain error is involved in the evaluation of integral L_(ab, bc), but the error introduced does not exceed ten per cent.