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کوئی دھوکا سا ہوا ہو جیسے

کوئی دھوکا سا ہوا ہو جیسے
اشک ہونٹوں کو چھوا ہو جیسے

ایک خوشبو تھی ہوا میں ہر سو
دل نے اک نام لیا ہوا جیسے

آگ ہی آگ ہے اب چاروں طرف
دل کہ جلتا سا دیا ہوا جیسے

جا کے کنعاں میں ہوا کہنے لگی
شاہ ، بے مول بکا ہو جیسے

آ کے اب دیکھ مسیحا میرے
درد کا نام فضاؔ ہو جیسے

Pengaruh Budaya Organisasi dan Kompetensi Terhadap Kinerja Pegawai

Penelitian ini dimaksudkan untuk mengetahui pengaruh budaya organisasi dan kompetensi terhadap kinerja pegawai di Kantor Camat Telukdalam Kabupaten Nias. Penelitian ini menggunakan jenis penelitian kuantitatif yang bersifat asosiatif. Jenis data yang digunakan dalam penelitian ini adalah data primer dan data sekunder. Subjek penelitian ini dilakukan di Kantor Camat Telukdalam Kabupaten Nias Selatan yang beralamat di jalan Fahuwusa Laia Baloho Indah Telukdalam. Populasi dalam penelitian ini adalah pegawai yang ada pada Kantor Camat Telukdalam Kabupaten Nias Selatan sebanyak 35 orang. Teknik pengumpulan data menggunakan teknik observasi, kuesioner dan studi kepustakaan.

Multidimensional Process Models for Seeded Batch Crystallization

This contribution focuses on the modeling and numerical approxima- tion of population balance models describing batch and polymorphic crystallization processes. Such processes have wide range applica- tions inne chemicals, pharmaceutical, minerals, and food indus- tries. Di erent numerical techniques are employed for solving these models in one and two property coordinates. The space-time CE/SE method and the semi-discrete upwindnite volume schemes are de- rived and implemented to solve the batch crystallization models with nes dissolution. Thene dissolution reduces undesirable small crys- tals and improves the quality of a product. A delay in the recycle pipe is also included in the model. Apart from the above mentioned methods, a new numerical technique is introduced to solve a model describing polymorphic crystallization of L-glutamic acid. The sug- gested technique employs together the method of characteristics and Duhamel''s principle to approximate the considered model e ciently and accurately. This technique has capability to produce accurate results on coarse meshes and no mesh re nement technique is needed for further improvement in the results. Furthermore, an alternative bivariate quadrature method of moments (QMOM) is developed for solving two-dimensional batch crystallization model involving crys- tals growth, nucleation, aggregation, and small nuclei dissolution in an external loop. The quadrature points and weights are obtained by using the orthogonal polynomials of lower order moments. Several case studies are carried out. The numerical computations demonstrate the eficiency, accuracy, and robustness of the proposed schemes. The results agree with the experimental predictions and could be used for process design and optimization.
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