سلطان کھاروی دی غزل گوئی وچ حقیقت پسندی
سلطان کھاروی پنجابی غزل دے مان یو گ کوی نیں ۔غزل خو ب لکھدے ہن جیہدے وچ سوہنا لہجہ ،سوہنے شبداں دی ورتوں ،قدراں دی ٹٹ بھج،لفظی تے شعری تصویراں موجود نیں۔اوہناں دی غزل گوئی دی وڈی خوبی حیاتی نوں اوس دے اصل روپ وچ بیان کر نا اے۔کیوں جے اوہ حیاتی دیاں اٹل سچائیاں تے حقیقتاں نو ں بھلی بھانت جانو نیں ۔ایس لئی کوتا راہیں ایس نوں بیان کر کے منکھتا نوں سوچن دی دعوت دیندے نیں ۔اوہناں دی اجیہی کوتا وچ اک ترکھی چھبن اے جیہڑی جذبیاں نوں ٹنبدی تے منکھی سوچاں وچ بھرتو پا دیندی اے ۔ آپ نے حیاتی دیاں حقیقتاں نوں جیویں کوتا وچ روپ مان کیتا اے اوس دا اویروا انج اے ۔
دنیا دی سب توں وڈی حقیقت اے کہ منکھ ربی بھیال لئی تھا ں تھاں متھے ٹیک دا اے تے جنگل بیلے وی کھچدا اے ۔پر رب اوس نوں نئیں ملدا ۔اوہ رب نوں تلاش تاں ضرور کر دا اے پر اپنے من نوں دنیا داری تو ں پاک نہیں کر دا ۔بغض تے حسد ورگے سماجک کوجھ من وچوں نہیں کڈھدا۔
ہووے ذہن جے صاف کدورتاں توں واجاں آوندیاں گھڑ دیاں مورتاں توں
اوئے بندیا! رب پچھاننے لئی حسد بغض جنگال وی کھروچنا سی(۱)
جنگل بیلے دا پندھ مکاونا پیندا اے ۔مورتیاں نوں من وچوں کڈھنا پیندا اے ۔کعبے والا تاں من دے اندر وسدا اے ۔
جنگل بیلے بھال مکائو کدھرے اوہ مستور نہیں
مورتیاں نوں دل وچوں کڈھو کعبے والا دور نہیں
(۲)
Background and Aims: To explore the prevalence of neuropathic hand pain in young adults and how it affects hand functionality.
Methodology: A convenience sampling was used to conduct a cross-sectional study on 192 medical students aged 18 to 28 years from October 2022 to March 2023. The purpose of the study was to evaluate the prevalence of neuropathic hand pain in young adults and how it affects hand functionality. Both the Duruoz Hand Index and the Douleur Neuropathique Four Questionnaire were used.
Results: This study included 192 participants, the majority of whom were females (84%) and aged 20-24 years. 16.1% of participants reported having had surgery or an injury to their upper limb in the past. Participants described neuropathic pain symptoms such as electric shocks (21.4%), burning pain (18.2%), and painful cold (15.6%).
Limitations and Future Implications: A small sample size and a focus on a particular group of medical students may restrict the generalizability of the findings. To improve the generalizability of the findings, future research should replicate these findings using larger sample sizes and diverse populations. Insights into the development and chronicity of neuropathic hand pain in young adults may also come from longitudinal studies.
Conclusion: Our study demonstrates the prevalence of neuropathic hand pain in young adults and how it affects hand functionality. Female participants were more likely to experience pain and functional hand impairments.
Nonlinear Differential equations are of major importance in different fields of science and engineering. For complicated nonlinear problems exact solutions are not available and alternate way is to use numerical methods, Iterative methods or analytical techniques of perturbation. Numerical methods use discretization a have slow rate of convergence. Iterative methods are sensitive to initial conditions and in case of high nonlinearity they do not yield converged results. In perturbation methods small parameter is applied on the equation and hence cannot be applied for high nonlinear problems as they do not have small parameter. One of domain type methods is known as OHAM. This method is free from small parameter assumption and do not need the initial guess. The proposed method provides better accuracy at lower-order of approximations. Moreover the convergence domain can be easily adjusted. In this thesis OHAM is implemented for solution linear and nonlinear tenth order ODEs. Then its effectiveness and generalization is shown to a nonlinear family of PDEs, including Burger, Fisher, Burger’s–Huxley, Burger’s–Fisher, MEW and DGRLW equations. The results of the proposed method are compared with that of DTM, VIM, ADM, HAM and HPM, which reveal that OHAM is effective, simpler, easier and explicit. Apart from application to PDEs, OHAM is applied to couple system of PDEs. The coupled WBK, ALW, MB systems are used as test examples and results are compared with those obtained by HPM. OHAM is implemented to DDEs as well, and solution of MKdV lattice equation is presented for the illustration of proposed technique. The results are compared with HAM and HPM. In all cases the results obtained by OHAM are in close agreement with the exact solution and reveal high accuracy.