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Justyna Jupowicz-Kozak

CEO of Professional Science Editing for Scientists @ prosciediting.com

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idealized plane

Grammar usage guide and real-world examples

USAGE SUMMARY

The phrase "idealized plane" is correct and usable in written English.
It can be used in contexts related to geometry, physics, or theoretical discussions where a simplified or perfect version of a plane is being described. Example: "In our mathematical model, we assume an idealized plane to simplify the calculations of the forces acting on the object."

✓ Grammatically correct

Science

News & Media

Human-verified examples from authoritative sources

Exact Expressions

1 human-written examples

Existing research is largely focused on idealized, plane strain analyses that do not account for three-dimensional conditions.

Human-verified similar examples from authoritative sources

Similar Expressions

59 human-written examples

Distant fathers are idealized fathers; idealized fathers are distant fathers.

News & Media

Los Angeles Times

In the proposed model, the reinforced concrete in the joint panel is idealized as a homogenous material in a plane stress state.

The tapered ECC strut can be idealized as a prismatic strut by averaging the in-plane width along the strut to simplify the calculation.

Each spoke is idealized as a combination of tangential, rotational, and radial stiffnesses acting at the mid-plane of the ring.

Neither character is idealized.

News & Media

The New Yorker

His was flat, idealized.

News & Media

The New York Times

But it is idealized.

"I probably idealized it.

News & Media

The New York Times

An idealized downtown.

News & Media

The New York Times

Are they idealized or vampirized?

News & Media

The New Yorker
Show more...

Expert writing Tips

Best practice

When using "idealized plane", clearly state what aspects are being idealized and why. This provides context and avoids ambiguity.

Common error

Avoid assuming that your audience automatically understands what makes a plane "idealized". Explicitly define the simplifications or assumptions you're making, such as perfect flatness or infinite extent.

Antonio Rotolo, PhD - Digital Humanist | Computational Linguist | CEO @Ludwig.guru

Antonio Rotolo, PhD

Digital Humanist | Computational Linguist | CEO @Ludwig.guru

Source & Trust

60%

Authority and reliability

4.1/5

Expert rating

Real-world application tested

Linguistic Context

The phrase "idealized plane" functions as an adjective-noun combination, where "idealized" modifies "plane". It describes a theoretical construct used for simplification in various models. Although Ludwig does not contain any examples for the query, its usability in written English is correct.

Expression frequency: Missing

Frequent in

Science

0%

News & Media

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Formal & Business

0%

Less common in

Science

0%

News & Media

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Formal & Business

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Ludwig's WRAP-UP

The phrase "idealized plane" is a grammatically correct adjective-noun combination that refers to a simplified or theoretical representation of a plane. It is frequently used in scientific and technical domains to denote abstractions useful for modeling and analysis. While Ludwig does not show any specific examples of this precise phrase in use, it is understood to be correct. It is important to clearly define what aspects of the plane are being idealized to avoid ambiguity. Alternatives include "theoretical plane" and "simplified plane".

FAQs

How can I use "idealized plane" in a sentence?

You can use "idealized plane" to describe a simplified or theoretical model of a flat surface, such as in physics or engineering, to make calculations easier.

What is an alternative to saying "idealized plane"?

Depending on the context, alternatives include "theoretical plane", "simplified plane", or "perfect plane".

In what fields is the term "idealized plane" commonly used?

The term "idealized plane" is commonly used in physics, engineering, mathematics, and computer graphics when referring to theoretical models.

What does it mean to idealize a plane?

To idealize a plane means to simplify its properties by assuming characteristics like perfect flatness, infinite extent, or uniform surface properties for easier analysis.

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