Convert symbolic equation to 6x5 double array (Question simplified)

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The discussion revolves around converting complex symbolic equations stored in memory into a 6x5 double array using specified ranges for variables x and y. The user is seeking assistance with this computational task, which involves significant memory resources due to the complexity of the equations. The suggested solution includes the possibility of utilizing a supercomputer for efficient processing, especially if this is for professional purposes. The user is open to providing further clarification or the entire script if needed to facilitate understanding and assistance.
sgvaibhav
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Hi.

I perform huge computations worth 70 lines. After those 70 lines, i have these equations in my internal memory.

Code:
    %(stored internally) Wnet=(99*((57443*((4018*y*(66875/(57036*x))^(2528214091580831/18014398509481984))/5 - (57443*y)/50 + (2894969*x^(200/623))/50))/(50*((57443*y)/50 - 41160000)) + 57443/50)*(y - y*(66875/(57036*x))^(2528214091580831/18014398509481984)))/100 + (99*(y - y*(66875/(57036*x))^(2528214091580831/18014398509481984))*((57443*((4018*y*(66875/(57036*x))^(2528214091580831/18014398509481984))/5 - (57443*y)/50 + (2894969*x^(200/623))/50))/(50*((57443*y)/50 - 41160000)) - (57443*((57443*y)/50 - (57443*y*(66875/(57036*x))^(2528214091580831/18014398509481984))/50))/(50*((57443*y)/50 - 41160000)) + 57443/50))/100 - (2894969*x^(200/623))/10 + 2894969/10;
    %(stored internally) SFC=-(((57443.*y)./50 - (57443.*y.*(66875./(57036.*x)).^(2528214091580831./18014398509481984))./50)./((57443.*y)./50 - 41160000) - ((4018.*y.*(66875./(57036.*x)).^(2528214091580831./18014398509481984))./5 - (57443.*y)./50 + (2894969.*x.^(200./623))./50)./((57443.*y)./50 - 41160000))./((99.*((57443.*((4018.*y.*(66875./(57036.*x)).^(2528214091580831./18014398509481984))./5 - (57443.*y)./50 + (2894969.*x.^(200./623))./50))./(50.*((57443.*y)./50 - 41160000)) + 57443./50).*(y - y.*(66875./(57036.*x)).^(2528214091580831./18014398509481984)))./100 + (99.*(y - y.*(66875./(57036.*x)).^(2528214091580831./18014398509481984)).*((57443.*((4018.*y.*(66875./(57036.*x)).^(2528214091580831./18014398509481984))./5 - (57443.*y)./50 + (2894969.*x.^(200./623))./50))./(50.*((57443.*y)./50 - 41160000)) - (57443.*((57443.*y)./50 - (57443.*y.*(66875./(57036.*x)).^(2528214091580831./18014398509481984))./50))./(50.*((57443.*y)./50 - 41160000)) + 57443./50))./100 - (2894969.*x.^(200./623))./10 + 2894969./10);
How do i convert this huge symbolic equation to a 6x5 double array where
Code:
x=5:5:30; 
y=1100:100:1500;

Help me please =)

If you are still confused with the question, let me know, i will try to clarify it more, or i will paste the entire script.
 
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This would require huge memory resource. If this is professional work, I would recommend taking help from any institute that houses a supercomputer.
 

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