surfacemodificationofdamodnco2

Upload: shazna203

Post on 10-Apr-2018

215 views

Category:

Documents


0 download

TRANSCRIPT

  • 8/8/2019 surfacemodificationofdamodnCO2

    1/6

    Adv. in Tech. of Mat. and Mat. Proc. J. (ATM, ISSN 1440-0731), Vol. 11 [2] 57-62 (2009) 57

    SURFACE MODIFICATION OF DIAMOND POWDER THROUGH DISSOLUTION OF CO IN

    WATER2

    Heidy VISBAL*, Chanel ISHIZAKI** and Kozo ISHIZAKI

    Nagaoka University of Technology, Nagaoka, Niigata 940-2188, Japan

    *Permanent address: KRI, Inc., Kyoto Research Park, 134, Chudoji Minami Machi, Shimogyo-ku, Kyoto, 600-8813, Japan

    **Permanent address:Nano-TEM Co., Ltd., Shimogejo 1-485, Nagaoka, Niigata, 940-0012, Japan

    E-mail: [email protected]

    Surface modification of diamond powder (5-12 m) was achieved using a CO2 disssolution. The effects of the

    reaction temperature were studied. The diamond surface was characterized by diffuse reflectance infrared

    Fourier transform (DRIFT) spectroscopy. Four chemical structures; epoxy ( ), aliphatic ether (-C-O-C-) as

    well as methyl (-CH3) and methyne (-CH) bands were identified in the diamond surface after the treatment. The

    total intensity of the bands increases proportionally by augmenting the treatment temperature. An activation

    energy of 51.2 kJ mol-1 was obtained, that is in the range of a chemisorption reaction energy. From the results it

    is concluded that methyl formate (HCOOCH3) was chemisorbed on the diamond surface to a carbon with two

    unsaturated valences. (KEY WORDS:Diamond Powder, Surface Modification, Chemisorption, CO2 dissolution,Diffuse Reflectance Infrared Fourier Transform (DRIFT) Spectroscopy)

    INTRODUCTION

    Several studies have been focused on diamond

    powder surface modification. They can be classified

    into two main groups: modifications in vapor phase

    [1-7] and in liquid phase [8-14]. Modifications in the

    liquid phase of diamond surface are more suitable forindustrial applications, because the commontechnology of chemical engineering can be used.

    Another advantage is that organic substances with

    organic functional groups can be chemisorbed on a

    diamond surface and new organic-inorganic

    functional materials can be developed. Silane

    coupling reagents [10], carboxylic acids [9] have

    been reported as precursors for modifying diamond

    surface. In the previous paper it was shown that

    formaldehyde solution [14] could modify diamond

    surface. By this treatment, methyl formate is

    chemisorbed to diamond surface. However, even

    these chemical methods require solvents or expensivechemicals to activate the reaction. By far, the most

    common acid maker is simple carbon dioxide (CO2).

    When this dissolves, it makes carbonic acid (H2CO3).

    It is well known that carbon dioxide is soluble in pure

    water and its value of solubility is less than 0.039 mol

    l-1 at 40. Once it has dissolved, a small proportion

    of the CO2 reacts with water to form carbonic acid.

    Disolved carbon dioxide consists mostly of the

    hydrated oxide CO2 (aq) together with a small

    amount of carbonic acid. Carbon dioxide is an

    extremely abundant and inexpensive resource

    because it is a waste product of many industries, such

    as in the production of limestone and cement,fermentation of carbohydrates, and on a vast scale in

    fossil-burning power plants. It may be also produced

    by concentrated solar energy, by calcinations of

    limestone at 800-900. Therefore if carbon dioxide

    alone can be use to modify surfaces instead of

    expensive reactives, it will be a promising source for

    industrial applications. According to our knowledge

    nobody has reported about modifying the diamondsurface using a carbonate water solution and its

    mechanism. In this paper, the feasibility of

    modifying the surface of diamond powder by

    dissolution of CO2 in water is reported. The diamond

    surface after treatment was characterized by diffuse

    reflectance infrared Fourier transform (DRIFT)

    spectroscopy. The reaction between the species

    formed in the dissolution of CO2 in water and the

    diamond powder is also discussed. The treatment

    was studied at several reaction temperatures.

    EXPERIMENTAL

    Commercial available synthesized diamond powder

    of 5-12 m grain size from Matsumoto Yushi-seiyaku Co., Ltd. was used in this study. First, 27 ml

    of distilled water was saturated with carbon dioxide

    (99.9% purity). Then, an amount of 0.06 grams of

    diamond powder was put inside the flask containing

    the saturated dissolution of CO2. To study the effects

    of the temperature, the solution was heated in an oil

    bath with reflux at 60, 80 and 100C for 3 h with

    continuous stirring. The temperature of the liquid

    inside the flask was monitored each 20 minand waskept constant. After the treatment, the solution was

    Submitted: 24 August 2009, Accepted: 4 November 2009

    mailto:[email protected]:[email protected]
  • 8/8/2019 surfacemodificationofdamodnCO2

    2/6

    58 Surface Modification of Diamond Powder Through Dissolution of CO2 in Water

    decanted and washed few times with distilled water

    and finally, the powder was dried in an oven at 120C

    for 20 h. The surface of the diamond was

    characterized by DRIFT spectroscopy using a

    Shimadzu FT-IR 8300 spectrometer equipped with a

    Spectra-Tech diffuse reflectance accessory, a

    triglycine sulfate (TGS) detector and data processingsoftware. Three samples were prepared for each

    condition. DRIFT spectra of three different portions

    of the samples in the range of 4000-400 cm-1 were

    obtained in dry air atmosphere with no dilution. For

    each spectrum, 256 scans were accumulated at aresolution of 4 cm-1. Spectral processing such as

    baseline adjustment and smoothing were performed

    using an OMNIC software package. The second

    derivative spectra derived from the absorbance

    spectra were deconvoluted and the peaks quantified

    using a Jandel peak separation and analysis software

    PeakFitTM 4.0 (AISN Software Inc., USA) in log

    (1/R) units. Peak fitting was carried out until squaredcorrelation coefficients with r2 greater than 0.999 and

    best F standard values were obtained.

    RESULTS AND DISCUSSION

    DRIFT Spectral Characteristics

    Diffuse reflectance DRIFT spectra of diamond

    modified by CO2 as a function of reaction

    temperature is presented in fig. 1. This figure showsthe average spectra of raw diamond powder (RD),

    and the diamond after treatment. The presented

    spectra are averaged spectra. In pure natural

    diamond, only two-phonon (or second order)

    absorption process (the broad bands in the region

    2300-2000 cm-1) are infrared-active, but the presence

    of impurities or defects in the structure causes the

    forbidden single phonon modes to become infrared

    active [15-16]. Therefore two bands in the region

    2300-2000 cm-1 can be observed in the spectrum of

    the diamond powder. Other small bands can be

    observed in the region 1400-1100 cm-1 due probably

    to impurities or defects in the diamond [16]. Afterthe CO2 chemical treatment the main differences

    observed in the spectra are the new bands that appear

    in the ranges of 3000-2800 cm-1 and 1600-400 cm-1

    (these are superimposed to the defect bands observed

    in the raw diamond). The absorbance intensity of

    these bands normalized by the intensity of the

    diamond band from 2250-2100 cm-1 for different

    reaction temperatures is shown in fig. 2. It can be

    observed that the total intensity of the bands increases

    by augmenting the reaction temperature. Since the

    results show that the samples prepared at 100C

    shows the highest intensity, to study the effects of

    treatment time, the reaction temperature was set atthis temperature. Deconvolution of all the spectra

    was performed and the identified peaks in both

    regions for a sample treated at 100C for 3 h are

    shown in fig.3. In fig. 3(a), correspondent to the C-

    H region, 4 peaks clearly defined around 2962, 2924,

    2893 and 2855 cm-1 are observed. In the CH

    frequency region, the spectra are very complex due to

    Fermi resonances between the CH fundamental andcombinations or overtones, and therefore these bands

    can be assigned to -CH stretching vibration modes of

    methyl and or methyne [17-19]. Additionally, these

    bands have been reported on adsorption of methyl

    formate on powders [20]. In the region 1600-400cm-1

    four main peaks can be observed as seen in fig. 3 (b).

    The broad band from 1200 to 950 cm-1 can be

    assigned to ether stretching vibrations ( C-O-C)

    according to the literatures [3, 7, 10, 16-19]. Two

    other peaks located at 1260 and 810 cm-1are observed.

    These two bands can be assigned to asymmetric and

    symmetric vibration of epoxide ( ) [17-19, 21-

    25]respectively. Normally the strong band is due toasymmetrical -C-O-C- stretching and the symmetrical

    stretching band is usually weak. However the -C-O-

    C- group in a ring like epoxide and as the ring

    becomes smaller, the asymmetrical -C-O-C-

    stretching vibration moves progressively to lower

    wave numbers, whereas the symmetrical -C-O-C-

    stretching vibration moves to higher wave numbers[21-22, 24]. Diamond has a very small lattice

    constant, so oxygen bonded to it would also be highly

    strained and could exhibit this kind of behavior [22].

    This can explain why the peak at 810 cm-1 has ahigher intensity than the band located at 1260 cm-1.

    An additional small peak appears on the spectrumaround 1400 cm-1. This peak can be assigned to

    carbonate [26-27].

    4000

    Log(1/R)/a.u.

    Wave number, /cm-1

    10003000

    0.2

    2000

    T=100T=80T=60

    t= 3 h

    RD

    Figure 1. Common scale DRIFT spectra of raw and

    chemically modified diamond powder with CO2

    dissolution for 3 h at different temperatures.

  • 8/8/2019 surfacemodificationofdamodnCO2

    3/6

    Adv. in Tech. of Mat. and Mat. Proc. J. (ATM, ISSN 1440-0731), Vol. 11 [2] 57-62 (2009) 59

    60 80 100

    1

    2

    3

    4

    5

    6

    7

    8

    3000-2800 cm-1

    Norma

    lizedAbsorbanceInt

    ensity

    Reaction temperature,T/oC

    Experimental dataLinear fit R

    2=0.99

    t=3 h

    (a)

    60 80 10010

    20

    30

    40

    50

    Reaction temperature,T/oC

    Experimental data

    Linear fit R2=0.99

    t=3 h1300-750 cm-1

    Normaliz

    edAbsorbanceInten

    sity

    (b)

    Figure 2. Normalized absorbance intensity of bands as a function of reaction temperature by region, a) 3000-

    2800 cm-1, b) 1300-750 cm-1. The total intensity of the bands increases by augmenting the reaction temperature.

  • 8/8/2019 surfacemodificationofdamodnCO2

    4/6

    60 Surface Modification of Diamond Powder Through Dissolution of CO2 in Water

    1600 1400 1200 1000 800

    0.02

    Log(1/R)/a.u

    Wave number, /cm-1

    -C-O-C-

    sym.

    assy.

    1260 cm-1

    810 cm-1

    3000 2950 2900 2850 2800

    2855

    2893

    2924

    2962

    0.01

    Log(1/R)/a.u

    Wave number, /cm-1

    (b)

    (a)

    Figure 3. Deconvolution of the spectrum obtained for a diamond sample treated at 100C for 3 h by region,

    a) 3000-2800 cm-1 b) 1300-750 cm-1

  • 8/8/2019 surfacemodificationofdamodnCO2

    5/6

    Adv. in Tech. of Mat. and Mat. Proc. J. (ATM, ISSN 1440-0731), Vol. 11 [2] 57-62 (2009) 61

    Modified Surface

    Based on the four chemical units obtained from the

    spectral results; epoxy ( ), aliphatic ether (-C-O-

    C-), methyl (-CH3) and methyne (-CH), we proposed

    that methyl formate: is attached to one

    surface carbon with two unsaturated valences as

    follows:

    where Cs represents diamond surface carbons.

    Reaction Mechanism and Activation Energy

    When carbon dioxide gas (CO2) dissolves in water

    (H2O), its molecules often cling to water molecules insuch a way that they form carbonic acid molecules

    (H2CO3). Carbonic acid is a weak acid, an acid in

    which most molecules are completely intact at any

    given moment. But some of those molecules are

    dissociated and exist as two dissolved fragments: a

    negatively charged HCO3- ion and a positively

    charged H+ ion. The H+ ions are responsible for

    acidity--the higher their concentration in a solution,

    the more acidic that solution is. For the water

    dissociation reaction, it had been shown that the

    value of the free-energy change, hence the

    electrochemical potential, decreases as thetemperatures is raised. The following reaction has

    been reported in photo catalysis of CO2

    CO2(g)+2 H

    2O HCOOH + O2 (1)

    CO2(g)+ H

    2O HCHO + O2 (2)

    CO2(g)+ 2H

    2O CH

    3OH + 3/2O2 (3)

    CO2(g)+ 2H

    2O CH

    4 + 2 O2 (4)

    The electrochemical potentials of these reactions ofCO2 are affected by changes in temperature. The

    formation of methanol (CH3OH) and formaldehyde

    (HCHO) is enhanced by temperature. If

    formaldehyde and methanol are formed in the system,

    formaldehyde can be produced to methyl formate as

    explain in previous paper [13]. Therefore methyl

    formate could chemisorb to the diamond surface as

    follows

    The experimental results show that it is possible to

    modify the surface of diamond powder using a CO

    This mechanism is in agreement with the spectral

    data.

    Figure 4shows the ln of the absorbance intensity of

    the 810 cm-1 epoxy band normalized by the diamond

    peak area versus 1/T. The extent of the reaction is

    temperature dependent. From Arrhenius equation we

    can calculate the activation energy, as shown inEquation 1.

    ln C= lnA -E/RT (1)

    whereA is the pre exponential factor,Ethe activation

    energy, T the absolute temperature, C the

    concentration of the reaction product and R the gas

    constant.

    The activation energy of this process was calculated

    from the slope of the graph shown in the fig. 4 in

    accordance with equation (1). The calculated

    activation energy is 51.2 kJ mol-1. This value is in

    the range of activation energy reported in theliterature for chemisorption mechanisms [28-29].

    2.7 2.8 2.9 3.0-0.4

    0.0

    0.4

    0.8

    1.2

    y=-6676x + 7.8

    R2=0.98

    60100 80

    Temperature,T/oC

    1000/T, K-1

    Ln[normalizedintensity]

    Figure 4. Ln normalized intensity of the 810 cm-1

    epoxy band vs. 1/T. The activation energy is

    calculated from the slope of this graph.

    CONCLUSIONS

    2

    dissolution. Four chemical structures that increase

    proportionally with reaction temperature and time

    could be identified as follows; epoxy ( ),

    aliphatic ether (-C-O-C-), methyne (-CH) and methyl

    (-CH3). From the spectral results and the obtainedvalue of activation energy for the reaction (51.2 kJ

    mol-1), it is concluded that methyl formate

    H

    H O-C-O-CH3 (5)

    O=C-O-CH3 + Cs-Cs- Cs-Cs-

  • 8/8/2019 surfacemodificationofdamodnCO2

    6/6

    62 Surface Modification of Diamond Powder Through Dissolution of CO2 in Water

    (HCOOCH3) chemisorbed to a diamond surface

    carbon with two unsaturated valences.

    ACKNOWLEDGMENTS

    The authors are indebt to the Japanese government

    for financial support to Heidy Visbal through the

    Monbukagakusho scholarship as well as the partial

    support to the research through the 21st century

    Centers of Excellence (COE) program of the Ministry

    of Education, Culture, Sports, Science and

    Technology.

    REFERENCES

    1. Ando T., M. Ishii, Kamo M. and Sato Y., J. Chem.

    Soc. Faraday Trans., 89 [11] (1993) 1783-1789.

    2. Jiang T., Xu K. and Ji S., J. Chem. Soc. Faraday

    Trans., 92 [18] (1996) 3401-3406.

    3. Ando T., Yamamoto K., Fukunaga O., Kamo M.,

    Kobayashi K. and Yoshikawa M. (Editors),

    Advances in New Diamond Science and

    Technology, MYU, Tokyo, (1993) 431-434.

    4. Ando T., Yamamoto K., Ishii M., Kamo M. and

    Sato Y., J. Chem. Soc. Faraday Trans., 89 [19] (1993)

    3635-3640.

    5. Jiang T., Yamamoto K., Matsuzawa M.,

    Takamatsu Y., Kawasaki S., Okino F., Touhara H.,

    Kamo M. and Sato Y., Diamond and Related

    Materials, 5 (1996) 1021-1025.

    6. Ando T., Nishitani-Gamo M., Rawles R.E.,

    Yamamoto K., Kamo M. and Sato Y., Diamond and

    Related Materials, 5, (1996) 1136-1142.

    7. Ando T., Inoue S., Ishii M., Kamo M. and Sato Y.,

    J. Chem. Soc. Faraday Trans., 89 [4] (1993) 749-751.

    8. Tsubota T., Hirabayashi O., Iida S., Nagaoka S.,

    Nagata M. and Matsumoto Y., Diamond and Related

    Materials, 11 (2002) 1374-1378.

    9. Tsubota T., Tanii S., Iida S., Nagata M. and

    Matsumoto Y., Phys. Chem. Chem. Phys., 5 (2003)1474-1480.

    10. Tsubota T., Iida S., Hibarashi O., Nagaoka S.,

    Nagayama S., Nagata M. and Matsumoto Y., J.

    Ceram. Soc. Japan, 110 [10] (2002) 904-910.

    11. Tsubota T., Tanii S., Ida S., Nagata M., and

    Matsumoto Y., Phys. Chem. Chem. Phys., 5 (2003)

    1474-1480.

    12. Uchida T., Takatera T., Sato T. and Takeuchi S.,

    Proceedings of the IEEE Ultrasonics Symposium, 1

    (2001) 431-434.

    13. Visbal H., Sugita S., Ishizaki C. and Ishizaki K.,

    Adv. in Tech. of Materials Processing J. (ATM), 6[2] (2004) 77-82.

    14. Visbal H., Ishizaki C. and Ishizaki K., J. Ceram.

    Soc. Japan, 113 [5] (2005) 344-348.

    15. Wilks J., and Wilks E., (Eds.), Properties and

    Applications of Diamond, Butterworth-Heinemann,

    Oxford, (1991) 70-89.

    16. Jiang T. and Xu K., Carbon, 33 [2] (1995) 1663-

    1671.

    17. Coates J., Interpretation of Infrared Spectra, A

    Practical Approach. Encyclopedia of Analytical

    Chemistry, R.A. Meyers (Ed.) John Wiley and Sons

    Ltd., USA, (1991) 7-13.18. Parikh V. M., Absorption Spectroscopy of

    Organic Molecules, Addison-Wesley Publishing

    Company, Philippines, (1974) 242-252.

    19. Simons W. W., editor, The Sadtler Handbook of

    infrared spectra, Sadtler Research Laboratories,

    Philadelphia (1978) 403-404.

    20. Chuang C, Wu W. Huang M. Huang I. and Lin J.,

    J. Catalysis, 185 (1999) 423-434.

    21. Silverstein R.M. and Webster F.X.,

    Spectrometric Identification of Organic

    Compounds, John Wiley and Sons, Inc., (1996) 136-

    140.

    22. Pehrsson P.E. and Mercer T. W., Surface Science,

    460, (2000) 49-66.

    23. Noel P. and Roeges G., A Guide to the Complete

    Interpretation of Infrared Spectra of Organic

    Structures, John Wiley and Sons, Ltd., New York,

    (1994) 234-245.

    24. Colthup N. B., Wiberley S.E. and Daly L.H.,

    Introduction to Infrared and Raman Spectroscopy,

    Academic Press International Edition, 269-277.

    25. Dandekar T.A., Baker R.T.K. and Vannice M.A.,

    Carbon, 36 [12] (1998) 1821-1831.

    26. Fanning P.E., and Vannice M.A., Carbon, 31

    (1993) 721-730.27. Zawadzki J., Carbon, 18 (1980) 281-285.

    28. Bansal R. C., Vastola F. J. and Walker P. L.,

    Carbon, 10 [4] (1972) 443-448.

    29. Teng H. and C. Hsieh, Ind. Eng. Chem. Res. 38

    (1999) 292-297.