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1.
The spectrum of doubly ionized tungsten (W III) was produced in a sliding-spark discharge and recorded photographically on the NIST 10.7-m normal-incidence vacuum spectrograph in the 600–2680 Å spectral region. The analysis has led to the establishment of 71 levels of the interacting 5d4, 5d3 6s and 5d2 6s2 even configurations and 164 levels of the interacting 5d3 6p and 5d2 6s 6p odd ones. A total of 2636 lines have been classified as transitions between the 235 experimentally determined levels. Comparison between the observed levels and those calculated from matrix diagonalizations with least-squares fitted parameters shows an rms deviation of ±87 cm−1 for the even configurations and ±450 cm−1 for the odd ones.  相似文献   

2.
The spectrum of the neutral bromine atom, Br I, has been newly investigated by using electrodeless discharge tubes as light sources. The observations have led to a list of wavelengths and estimated intensities for 1253 spectral lines in the range 1067 to 24100 Å. The number of known energy levels has been increased to 123 even and 128 odd levels, as compared with the 27 even and 33 odd levels previously known. All predicted energy levels of the 4s24p4ns, up, nd, nf electron configurations from 0 to ~93250 K have been discovered. The observations in the vacuum ultraviolet establish that the positions of all the levels lying above those of the ground configuration as given in the compilation Atomic Energy Levels, Vol. II (1952) should be increased by 6.7 K. All but 26 faint lines of Br I have been classified. A total of 67 levels has been ascribed to the 4s2 4p* nf configurations. It is demonstrated that the nf configurations exhibit almost pure pair coupling. The very regular (3P2)nf[511/2 series yields for the principal ionization energy of Br I the value 95284.8 K.  相似文献   

3.
The spectrum of doubly ionized molybdenum (Mo III) was produced in a sliding spark discharge and recorded photographically on the NIST 10.7-m normal incidence spectrograph in the 800-3250 Å spectral region. The analysis has led to the establishment of 76 levels of the interacting 4d4, 4d3 5s and 4d2 5s2 even configurations, 73 levels of the interacting 4d3 5d and 4d3 6s even configurations, and 181 levels of the interacting 4d3 5p and 4d2 5s5p odd configurations. Approximately 3100 lines have been classified as transitions between these experimentally determined levels. Comparison between the observed levels and those calculated from matrix diagonalizations with least-squares fitted parameters shows standard deviations of 44, 33, and 183 cm−1, respectively, for the levels of the three sets of configurations.  相似文献   

4.
Abstract

The spectrum of scattered light by an ionized two-level atom is investigated. The ionization is considered as a damping out of the ordinary two-level system and its effect on the spectrum is extracted. Because of the ionization damping, the central peak in the spectrum changes significantly according to the parameters involved. For a large ionization damping, a central dip is observed; for a small ionization damping, an additional sharp peak appears on top of the central peak.  相似文献   

5.
The analysis of the first spectrum of ruthenium has been extended with the aid of digital computers. A total of 105 even and 206 odd levels are listed with observed Landé g-factors for 54 even and 148 odd levels. A complete list of approximately 3,400 classified lines in the range 2013 to 11484 A is presented. The ionization limit calculated from a two member series is 59410 cm−1 or 7.364 v.  相似文献   

6.
An extensive survey of the spectra of iodine has led to a list of more than 900 lines emitted by neutral atoms in the region from 23070 A in the infrared to 1195 A in the extreme ultraviolet. Wavelengths between 12304 A and 2061 A were derived from measurements of spectrograms obtained with gratings of high dispersion. Wavelengths of lines outside these limits are the computed values for lines observed on photometric tracings of the infrared, inaccessible to photography, and in the ultraviolet with a vacuum-grating spectrograph. For many of the lines Zeeman patterns were obtained in a magnetic field of about 37,000 oersteds. With these data many of the lines have been classified as combinations between odd levels from the electron configurations 5s2 5p4 np and 5s2 5p4 nf, and even levels from the configurations 5s2 5p4 ns and 5s2 5p4 nd. Among these levels several sets have been recognized as forming Rydberg sequences that are in close agreement in placing the ground state 5p5  2Po of I i at 84,340 cm−1 below the ground state 5p4 3P2 of I ii. This gives 10.45 electron-volts for the ionization potential of the neutral iodine atom. A strong infrared line at 13148.8 A is explained as a magnetic dipole transition between the levels of the ground term 5p5 2P°.  相似文献   

7.
Zeeman data are listed for 207 lines of Ru I between 2400 and 5400 A, all of which have been classified. The spectrograms were made at the Massachusetts Institute of Technology and were analyzed there and at the National Bureau of Standards.Harrison and McNally2 published Zeeman data for 450 lines of the first spectrum of ruthenium (Ru I) in 1940. In addition unresolved patterns were measured by McNally for 175 lines, but these have never been published.3 Further Zeeman observations were made in 1949 by Meggers with the Bitter magnet at the Massachusetts Institute of Technology. These plates were measured by Kessler in the course of preparing material for the preceding paper. Zeeman data for 32 additional lines obtained from this last set of observations, together with the unpublished material from McNally’s thesis for 175 lines are listed below.The observations were all made with electrodes of 1 part ruthenium powder mixed with 5 parts of silver powder. The experimental conditions and techniques used are fully described by Harrison and McNally.2The wavelengths (in air) of these lines are given in column 1 of
WavelengthLower levelUpper levelSource




AObs. gObs. g
2392.4250.0050.388Mc
2464.6991.49  2.02  K
2467.5761.21  1.21  K
2476.8691.5321.255K
2496.56  1.4291.134K
2501.885(1.089)   1.029 nMc
2544.22  1.31  1.31  K
2558.540(1.196) 1.24 nK
2560.265(1.624)   1.322 pMc
2567.893(1.284)   1.541 pMc
2592.0221.6241.372K
2593.7001.0331.092Mc
2605.3471.4281.022K
2605.8531.07  1.06  K
2611.0451.22  1.62  K
2651.8391.2671.485K
2702.8331.1831.454K
2721.5621.2481.473K
2730.9321.0661.470K
2735.727(1.397)   1.474 nMc
2754.603(1.089)   1.552 pMc
2810.0291.2691.462Mc
2817.0920.9981.560K
2840.537(1.284)   1.198 pMc
2891.645(1.16)    1.16 nMc
2913.1631.71  0/0 nMc
2914.2940/0     1.115Mc
2915.614(1.190)    1.030 pMc
2916.251(1.35)    1.35 nMc
2917.32  (1.684)    1.115 pMc
2920.9490/0     0.440K
2928.487(1.684)    1.084 pMc
2936.005(1.232)    1.527 pMc
2937.336(1.795)    1.533 pMc
2939.676(1.086)    0.923 pMc
2950.532(1.041)    1.169 pMc
2955.348(0.757)    1.163 pMc
2993.2731.218 1.298Mc
3008.797(1.25)    1.25 nMc
3013.354(1.196)    1.234 nK
3057.3531.239 1.192Mc
3064.834(1.255)    1.205 nMc
3077.542(1.534)    1.528 nMc
3084.5211.315 1.116Mc
3096.565(1.086) 1.073Mc
3105.2781.164  0.702Mc
3118.0650.72  1.16Mc
3129.8350.000  2.383Mc
3132.8741.550  1.029Mc
3144.265(0.992)     1.022 nMc
3153.8311.561  1.309Mc
3170.088(1.190)     1.272 pMc
3174.1281.251  1.020Mc
3179.025(1.175)     1.143 nMc
3193.5091.007  1.094Mc
3250.002(1.447)     1.108 pMc
3251.8930.76     0.76 nMc
3277.564(0.992)  1.059Mc
3306.179(1.624)     1.702 nMc
3324.9990.008  1.019K
3341.0901.440  1.015K
3345.316(1.447)     1.393 nMc
3348.704(1.349)     1.207 pMc
3351.930(1.089)     1.716 pMc
3356.2010.70     0.70 nMc
3364.1001.08  1.08K
3378.034(1.397)     1.374 nMc
3385.1611.194     1.194 nMc
3390.899(1.175)     1.078 pMc
3414.641(1.447)     1.434 nMc
3428.3191.404  1.462Mc
3443.153(1.196)     1.464 pMc
3446.670(1.175)     1.118 nMc
3455.3851.19  0.45K
3456.6211.14  0.92K
3459.585(1.624)  1.446Mc
3467.0510.754  1.020Mc
3494.2541.250  1.452K
3498.944(1.397)    1.379 nMc
3502.418(1.420)    1.460 nMc
3537.941(1.249)    1.269 nMc
3587.2041.036    1.036 nMc
3601.4871.041  1.220Mc
3625.197(1.534)     1.558 nMc
3626.7400.840  0.919Mc
3672.059(0.834)     1.303 pMc
3672.378(1.684)     1.717 nMc
3676.952(1.175)     1.415 pMc
3701.3120.000 0/0 nMc
3738.9141.029  0.852Mc
3742.798(1.164)     1.146 nMc
3746.2181.28     1.28 nMc
3781.1711.006  1.030Mc
3786.065(1.000)     0.956 nMc
3803.1910.923  1.053Mc
3814.8481.14  1.21Mc
3817.293(1.164)     1.189 nMc
3835.9831.186  1.540Mc
3838.069(1.563)     1.526 nMc
3850.4411.45     1.45 nMc
3857.551(0.992)     1.012 nMc
3862.690(0.834)     0.853 nMc
3864.851    0/0   0.78 nMc
3905.993(1.343)     1.061 pMc
3923.4861.033  1.048Mc
3924.636(1.007)   1.07 pK
3937.9191.53  1.48Mc
3941.672(1.315)     1.711 pMc
3950.041(1.007)     0.962 nMc
3952.290(0.676)  1.006Mc
3974.504(1.420)  1.470Mc
4005.089(1.175)     1.004 pMc
4014.1530.69  0.69K
4026.492(1.070)  0.703K
4028.434(1.086)     1.358 pMc
4040.4740.997  1.055K
4046.8830.693  1.058K
4062.854(1.007)     0.926 pMc
4076.7301.233  0.524K
4108.055(1.190)     1.487 pMc
4134.854(1.684)     1.066 pMc
4156.254(1.007)     1.035 pMc
4159.168(1.041)     1.036 nMc
4175.436(1.007)     1.219 pMc
4182.455(1.175)     1.137 nMc
4185.4651.08  1.08K
4239.660(0.697)     1.081 nK
4281.9411.164  1.174Mc
4312.4940.71   0/0 pMc
4314.3081.590  1.609K
4325.0591.327  1.438K
4338.675(1.343)     0.938 pMc
4340.351(1.041)     0.895 pMc
4364.108(1.343)     0.796 pMc
4394.970(1.164)     1.047 pMc
4438.343(1.162)     0.438 pK
4439.745(1.086)     1.024 nMc
4645.09–1.005  (1.013)Mc
4774.004(0.927)     0.900 nMc
5133.895(0.757)     1.029 pMc
5142.772(1.420)     1.370 nMc
5171.026(1.447)     1.396 nMc
5266.4691.337  1.595Mc
5280.8121.426     1.426 nMc
5284.0891.282  1.632Mc
5377.8401.22  1.19Mc
Open in a separate windowIn the case of unresolved patterns of classified lines, where a g-value is known for one of the energy levels, the other g-value can be calculated from the separation of the strongest “n” components when the “J-values are unequal, or from the separation of the p” components when the J-values are equal. The g-values derived in this way are designated “n” or “p” to indicate which set of components was used. The known observed g-value that was used in the calculation is shown in parentheses.The entry “Mc” in column 4 indicates that the data are taken from McNally’s thesis,3 and “K” denotes g-values determined at NBS.  相似文献   

8.
Atomic layer deposition of nanocrystallite arrays of copper(I) chloride for optoelectronic structures     
Philipp S. Maydannik  Gomathi Natarajan  David C. Cameron 《Journal of Materials Science: Materials in Electronics》2017,28(16):11695-11701
Zinc blende structure γ-copper(I) chloride is a wide bandgap semiconductor with high exciton and biexciton binding energies. γ-CuCl has applications in UV-wavelength optoelectronic structures which can exploit these characteristics, such as 4-wave mixing and optical bistability. For these purposes, a controllable method of achieving thin films and nanocrystallite arrays is necessary. Atomic layer deposition (ALD) of nanocrystallites and thin films of γ-CuCl under restricted conditions has previously been demonstrated. This paper greatly extends the previous work and unequivocally confirms that ALD growth takes place over a range of deposition parameters, as characterised by growth saturation with increasing precursor dose, deposition rate independent of temperature and linear growth rate once a complete film has been formed. Arrays of nanocrystallites of different sizes can be controllably deposited by varying the number of ALD cycles within the initial nucleation region. In this region two distinct growth regimes have been observed depending on the length of the post-chloride precursor purge pulse. Long purge time results in retarded nucleation whereas short pulse time shows enhanced nucleation compared to a strictly linear process. The zinc blende γ-CuCl phase was confirmed with both X-ray analysis and also the signature excitonic Z1,2 and Z3 peaks in optical absorption, with no evidence of other impurities. This demonstrates that ALD is a suitable technique for the controllable deposition of thin films and arrays of nanocrystallites of CuCl which may facilitate the use of CuCl in thin film or nanocluster form for further exploration in optoelectronic and photonic applications.  相似文献   

9.
The First Spectrum of Manganese,Mn I     
Miguel A. Catalán  William F. Meggers  Olga Garcia-Riquelme 《Journal of research of the National Institute of Standards and Technology》1964,(1):9-59
In 1894, two short series of threefold spectral terms were discovered in the arc spectrum of manganese, and in 1922 other regularities involving fivefold and sixfold terms were discovered by Catalán who coined the word “multiplet” for the group of related lines resulting from combinations of such complex terms. Multiplet analyses of complex spectra promptly led to the present formal quantum interpretation of all such phenomena, but comparable progress in the analysis of the Mn I spectrum was handicapped by the paucity of experimental data.New observations of about 2500 wavelengths and intensities plus 440 Zeeman patterns made available in 1948–49 have now been completely exploited to derive additional atomic energy levels and thereby explain more of the observed Mn I lines. The result is that a total of 42 even terms with 125 levels and 60 g-values have now been designated and allocated to electron configurations, and 94 odd terms with 266 levels, 164 g-values, plus 13 miscellaneous levels. These terms are distributed among four multiplicities (doublets, quartets, sextets, octets), and transitions between even and odd terms account for more than 2030 lines ranging in wavelength from 1785 Å to 17608 Å.  相似文献   

10.
A Preliminary List of Levels and g-Values for the First Spectrum of Thorium (Th I)     
Romuald Zalubas 《Journal of research of the National Institute of Standards and Technology》1959,(3):275-278
The present state of the analysis of the first spectrum of thorium (Th I) is discussed briefly. Even and odd levels are listed in and2.2. The low even levels form terms arising from the configurations 6d2 7s2 and 6d3 7s. The Th I standard wavelengths that fit into the known level arrays are presented in Config.DesignJLevelObs. gLS. g





6d27s2a 3F2  0.000.7410.6673  2869.261.0741.0834  4961.661.2121.250a 3P0  2558.060.00   0/01  3865.471.4771.5002  3687.991.2561.500a 1D2  7280.131.1891.000a 1G4  8111.001.08  1.0006d3(4F)7sa5 F1  5563.140.0620.0002  6362.401.0141.0003  7502.291.2531.2506d3(4F)7sa 5F4  8800.251.3101.3505  9804.811.3661.4006d3(4P)7sa 5P111601.032.41  2.500211802.941.7211.833312847.971.39  1.6676d3 (2G)7sa 3G313088.571.04  0.750413297.420.98  1.050514204.301.13  1.2006d3 (2D)7sa 3D113962.500.76  0.5006d3(2H)7sa 3H415493.230.92  0.800
Open in a separate window

Table 2

Odd energy levels of Th I
JLevelObs. g



214032.101.15 
315166.901.06 
216217.481.10 
316671.35(1.18)
217224.301.07 
117354.640.51 
317411.221.12 
217847.101.17 
418053.64…………. 
318069.101.16 
018382.820.00 
118614.331.41 
418809.92…………. 
318930.290.99 
219039.151.11 
319503.151.10 
219516.981.37 
119817.171.57 
419948.43(1.29)
320214.931.17 
120423.501.42 
220522.720.84 
420566.69…………. 
020724.370.00 
120737.281.42 
220922.131.16 
421120.45(1.03)
321165.101.31 
221252.620.67 
421539.591.19 
121668.961.56 
221738.04(0.53)
322141.611.10 
222248.951.13 
322339.001.01 
122396.821.54 
222508.061.38 
322669.901.22 
322855.301.09 
122877.510.64 
123049.461.42 
223093.981.32 
123481.370.85 
323521.061.08 
223603.521.39 
423655.16(1.20)
123741.07(0.71)
223752.671.11 
224182.41(1.27)
424202.571.39 
224307.751.51 
224381.341.25 
324421.08…………. 
324561.651.20 
524701.061.15 
324769.721.15 
124838.920.76 
324981.101.07 
325321.951.35 
425355.600.98 
325442.691.10 
125526.261.08 
225703.401.03 
125809.301.59 
425877.52(1.07)
326036.36(0.96)
426048.541.13 
326096.98…………. 
226113.270.99 
126287.050.72 
226363.111.02 
426384.94(1.07)
326508.031.08 
426790.431.14 
326878.160.88 
326995.781.18 
227061.40(0.94)
127087.99(1.14)
327260.171.12 
427266.031.12 
327317.39(1.07)
327670.951.26 
227674.331.09 
227784.370.85 
527852.751.26 
427948.611.28 
128024.691.03 
228347.55(1.55)
128372.691.79 
228513.32(1.10)
328589.291.17 
128649.151.11 
328676.291.02 
328884.971.17 
228917.960.95 
428932.651.09 
529050.771.14 
129157.100.89 
329157.881.17 
129197.331.16 
229252.821.00 
229419.251.78 
129640.280.98 
329686.371.27 
329744.521.06 
229853.140.92 
330017.101.15 
330255.451.12 
130281.04(1.48)
430517.421.46 
230553.291.05 
130723.821.07 
330761.721.21 
230813.000.93 
130928.730.99 
330990.521.07 
331283.121.13 
331523.961.11 
231599.361.18 
131712.731.16 
331780.871.17 
231870.080.93 
431953.461.06 
132080.390.80 
332197.121.13 
332285.23(1.09)
432439.05(1.20)
232575.410.78 
132665.59(0.83)
432862.51(1.16)
333043.351.15 
133161.80(1.32)
433270.59(1.16)
233297.13(1.23)
333591.201.00 
333800.681.16 
533844.961.10 
433956.93…………. 
434001.331.04 
234371.82(1.32)
134590.97(1.48)
334704.42(1.13)
535081.03(1.08)
435131.221.26 
535273.951.18 
435351.44(1.27)
235533.340.83 
436062.871.11 
236189.01(1.98)
536275.191.00 
136361.491.11 
436382.66(1.07)
536837.961.18 
336871.99…………. 
537008.751.12 
237149.181.05 
437605.801.09 
338216.95…………. 
339611.56(1.25)
Open in a separate window

Table 3

Classified standards of Th I
Wavelength in airRelative intensityClassification



  A
6943.6112600a 5F524204°
6829.0355150a 5F322143°
6756.4528250a 3P017351°
6727.4585200a 5F120421°
6678.707630a 1D222242°
6662.2694250a 5F322502°
6591.4849100a 3F215163°
6588.5398200a 3P119032°
6554.1605100a 3F420214°
6531.3423400a 5F221661°
6490.7378120a 5F424204°
6413.6152200a 3G428883°
6411.8996250a 5F323092°
6342.8600300a 5F424563°
6257.4237100a 5F222333°
6224.5275100a 3F318933°
6207.2205160a 5F121661°
6191.9054100a 5F222502°
6182.6219400a 3F319032°
6151.9932120a 5F323752°
6049.0510100a 3P220213°
6037.6978140a 3P120421°
6007.0725180a 5F425443°
5975.0656250a 5F223092°
5973.6651250a 3P220421°
5938.8255140a 5F122391°
5885.7017120a 5F526794°
5804.1414300a 3F217222°
5789.6439200a 5F324763°
5760.5510600a 3F217351°
5725.3887250a 5F527264°
5615.3202350a 3P121661°
5587.0265500a 3F422853°
5579.3585300a 5F123481°
5573.3538350a 1G426044°
5558.3426400a 1G426093°
5548.1761300a 5F224382°
5539.2615400a 5F527855°
5509.9937300a 5F527944°
5499.2552250a 3P020731°
5431.1116300a 5F224763°
5417.4856200a 3P222143°
5386.6109300a 3F423523°
5343.5813500a 3P222391°
5326.9755400a 1G426873°
5258.3609300a 3P1 22871°
5231.1596900a 3P021661°
5158.6041700a 3F322242°
5002.0968400a 3F322853°
4894.9546350a 3F220421°
4878.733  200a 3P023041°
4865.4769350a 3G433845°
4840.8426400a 3F323523°
4789.3867300a 3P224563°
4766.6001200a 3P124831°
4703.9897500a 3F221252°
4686.19441200a 3F324204°
4668.1720700a 5F328912°
4663.2021200a 3F324302°
4595.4198600a 3P225443°
4555.813  500a 3P125801°
4493.33351200a 3F222242°
4482.1694300a 3F427264°
4458.0018600a 3P226112°
4408.8828600a 3P226362°
4378.1768500a 3F325702°
4374.1244600a 3F222853°
4315.2544400a 3F326033°
4257.4959700a 3F223481°
4235.4635600a 3F223602°
4208.89073000a 3F223752°
4193.0165900a 1G431954°
4158.5351800a 5F533845°
4115.7587800a 5F129852°
4100.34121100a 3F224382°
4067.4507400a 3F327442°
4059.25251000a 5F230993°
4043.3945800a 3F429683°
4036.04751800a 3F224763°
4012.49502000a 3F327782°
3923.7993400a 3F328342°
3869.6635600a 5F232193°
3839.69412500a 3F226033°
3828.38453200a 3F226112°
3803.07504000a 3F226281°
3771.37031500a 3F226503°
3762.93451200a 3P230253°
3727.9022800a 3F329683°
3719.43453000a 3F226873°
3700.9780300a 5F132572°
3692.56611200a 3P230763°
3682.48611000a 3F330013°
3669.9687750a 1G435354°
3656.69361000a 3F330202°
3642.24872200a 3F227442°
3622.7951800a 3P231283°
3612.42711400a 3F227672°
3598.11962000a 3F227782°
3584.1753800a 3F330763°
3576.55731000a 1G436064°
3567.26351200a 3F228021°
3544.01761500a 5F437005°
3518.40331000a 3F331283°
3451.7019900a 3P232651°
3442.5785800a 3F434004°
3405.55751400a 3P233043°
3396.72731400a 3P133292°
3380.8595900a 3F332434°
3330.47651800a 3F230013°
3309.3650800a 3F230202°
3304.23813000a 3F230253°
Open in a separate window  相似文献   

11.
液中测量型原子力显微镜的研究     
刘庆纲  清野彗 《光电工程》1996,23(3):49-52
简述了使用临界角角度传感器的探针驱动角度检出型AFM的测量原理及在液体中进行测量的原理,并对在空气中和液体中的测量结果进行了分析比较。  相似文献   

12.
Progress in Atomic Spectroscopy (Part C)     
《Journal of Modern Optics》2013,60(11)
  相似文献   

13.
The United Nations Scientific Committee on the Effects of Atomic Radiation (UNSCEAR)     
Silini  G. 《Radiation protection dosimetry》1981,1(4):261-262
  相似文献   

14.
Non-uniform slot injection (suction) into water boundary layers over (i) a cylinder and (ii) a sphere     
P. Saikrishnan 《International Journal of Engineering Science》2003,41(12):1351-1365
An analysis is performed to study the effect of non-uniform slot injection (suction) into steady two-dimensional and axi-symmetric laminar boundary layers with variable viscosity and Prandtl number. Non-similar solutions have been obtained from the starting point of the streamwise co-ordinate to the exact point of separation. The difficulties arising at the starting point of the streamwise co-ordinate, at the edges of the slot and at the point of separation have been overcome by applying an implicit finite difference scheme with the quasi-linearization technique and an appropriate selection of finer step size along the streamwise direction. The results indicate that the separation can be delayed by non-uniform slot suction and also by moving the slot downstream but the effect of non-uniform slot injection is just the opposite. The heat transfer rate is found to depend strongly on viscous dissipation but the skin friction is little affected by it.  相似文献   

15.
Impact toughness of reinforcing steels produced by (i) the Tempcore process and (ii) microalloying with vanadium     
《International Journal of Impact Engineering》2005,31(8):1065-1080
A “direct measurement” of the impact toughness of both Tempcore and microalloyed with vanadium reinforcing steel bars, of the same strength class (500 MPa nominal yield stress), is undertaken. The term “direct measurement” means that V-notched specimens with the original round section of the bars (and not with the standard rectangular one) are used, mentioned here as direct V-notched (DVN) specimens. The major complications encountered with them are the use of non-standard geometry (Charpy V-notched, CVN), the variable size of the bars and the composite microstructure of the Tempcore reinforcing steel. It has been shown that the toughness characteristics of reinforcing steels may be estimated by the CVN impact test using direct (DVN) specimens. It is found that if the notch exceeds a critical depth, meaningful measurements may be obtained, regardless of the diameter of the reinforcing steel bar and that the transition temperature may be estimated from the residual fracture angle of direct (DVN) specimens. The microalloyed with vanadium reinforcing steel has a lower temperature-transition range from ductile-to-brittle fracture (−10 °C), compared to the AISI 1020 steel, attributed to the vanadium micro-additions, but it is higher compared to the Tempcore steel (−30 °C).  相似文献   

16.
Classification of solid dispersions: correlation to (i) stability and solubility (ii) preparation and characterization techniques     
Fan Meng  Urvi Gala 《Drug development and industrial pharmacy》2015,41(9):1401-1415
Solid dispersion has been a topic of interest in recent years for its potential in improving oral bioavailability, especially for poorly water soluble drugs where dissolution could be the rate-limiting step of oral absorption. Understanding the physical state of the drug and polymers in solid dispersions is essential as it influences both the stability and solubility of these systems. This review emphasizes on the classification of solid dispersions based on the physical states of drug and polymer. Based on this classification, stability aspects such as crystallization tendency, glass transition temperature (Tg), drug polymer miscibility, molecular mobility, etc. and solubility aspects have been discussed. In addition, preparation and characterization methods for binary solid dispersions based on the classification have also been discussed.  相似文献   

17.
Atomic Gas Laser Transition Data (A Critical Evaluation)     
《Journal of Modern Optics》2013,60(7)
  相似文献   

18.
原子吸收光谱仪常见故障的排除(火焰部分)   总被引:3,自引:0,他引:3  
彭友娣  刘衡林 《福建分析测试》2009,18(1):56-57
本文讨论了原子吸收光谱仪常见的故障、产生原因及排除方法。  相似文献   

19.
Low Even Configurations in the First Spectrum of Ruthenium (Ru I), part 2     
R. E. Trees 《Journal of research of the National Institute of Standards and Technology》1959,(3):255-260
A published calculation for the 4d8, 4d 75s, and 4d6 5s2 configurations of Ru I (R. E. Trees, J. Opt. Soc. Am. 49, 838 (1959).) is repeated in steps. Displacements produced by configuration interaction are evaluated, and departures of term positions from familiar expectations in the absence of configuration interaction are explained. The weaker perturbations produced by second-order effects of the spin-orbit interaction are then determined. It is shown that the neglect of these effects in published hand computations has obscured the remarkably good agreement between theory and observation that is obtainable in spectra of the second long period. The eigenvectors are based on “third-order eigenfunctions” which describe the levels simply, and show the degree of LS-coupling in a more quantitative manner.  相似文献   

20.
Au-V(Cr)原子线的半金属铁磁性研究     
陈志远  闵意 《材料导报》2010,24(16)
基于第一性原理计算,理论预测到吸附在氮化硼纳米管上的Au-V(Cr)原子线呈现半金属性:费米面上的态密度在多数自旋方向上呈金属性而在少数自旋方向上呈半导体性.吸附在氮化硼纳米管上的Au-V(Cr)原子线的半金属性起源于孤立的Au-V(Cr)原子线.计算得到单原胞的总磁矩为玻尔磁子的整数倍,这也是半金属性的一个显著特征.  相似文献   

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